Academic Calendar
Sem 1 - LESSON PLANNER | |||||
---|---|---|---|---|---|
Class / Section | All | Syllabus | |||
Subject | English | ||||
Name of the Teacher | K Sudhakar | ||||
Unit / Chapter | Name of the Chapter | Topic | Day | Month | Mode of teaching |
UNIT 1 | Introduction to syllabus | Introduction to syllabus | 1 | July | Whiteboard , marker pen and lcd projector |
Poem :In the Bazaars of Hyderabad | Introduction to poem and the poet | 2 | |||
Poem :In the Bazaars of Hyderabad | Explanation | 3 | |||
Poem :In the Bazaars of Hyderabad | Comprehension questions - Discussion | 4 | |||
Poem :In the Bazaars of Hyderabad | Discussion of post Reading questions. | 5 | |||
Prose : The Eyes are not Here | Introduction to the lesson and the author | 6 | |||
Prose : The Eyes are not Here | Explanation | 7 | |||
Prose : The Eyes are not Here | Explanation | 8 | |||
Prose : The Eyes are not Here | Comprehension questions - Discussion | 9 | |||
Vocabulary | Word roots | 10 | |||
Vocabulary | Exercises on word roots | 11 | |||
Grammar | Nouns | 12 | |||
Grammar | Exercises on Nouns | 13 | August | Whiteboard , marker pen and lcd projector | |
Speaking skills | Getting someone's attention and interrupting | 14 | |||
Post Reading | Creativity | 15 | |||
UNIT 2 | Poem : If | Pre-Reading Activity and Explanation | 16 | ||
Poem : If | Comprehension questions - Discussion | 17 | |||
Poem : If | Post reading: Discussion of topics given | 18 | |||
Prose: On saying please | Introduction to the lesson and the author , pre-Reading Activity | 19 | |||
Prose: On saying please | Explanation | 20 | |||
Prose: On saying please | Explanation | 21 | |||
Prose: On saying please | Explanation | 22 | |||
Prose: On saying please | Discussion of comprehension Questions | 23 | |||
Vocabulary | Prefixes and suffixes | 24 | |||
Grammar | Pronouns | 25 | Sep | Whiteboard , marker pen and lcd projector | |
speaking skills | Giving instructions and seeking Clarifications | 26 | |||
Post Reading | Interpersonal skills | 27 | |||
UNIT 3 | Poem : Ulysses | Introduction of poet and Explanation | 28 | ||
Poem : Ulysses | Discussion of comprehension Questions | 29 | |||
Prose - Seeing people off | Introduction of Author and Explanation | 30 | |||
Prose - Seeing people off | Discussion of comprehension Questions | 31 | |||
Vocabulary | Exercises | 32 | |||
Grammar | Adjectives | 33 | |||
Grammar | Adjectives - Exercises | 34 | |||
Grammar | Adjectives | 35 | |||
Speaking skills | Asking for and giving Directions | 36 | |||
Vocabulary | Homonyms,Homographs,Homophones | 37 | Oct | Whiteboard , marker pen and lcd projector | |
Post Reading | Motivation | 38 | |||
UNIT 4 | Poem : On his having arrived at the age of twenty three | Introduction of poet and Explanation | 39 | ||
Poem : On his having arrived at the age of Twenty three | Discussion of comprehension Questions | 40 | |||
Shyness my shield - prose | Explanation | 41 | |||
Shyness my shield - prose | Discussion of comprehension Questions | 42 | |||
Vocabulary | Collacations | 43 | |||
Grammar | Articles - Exercises | 44 | |||
Speaking skills | Agreeing and Disagreeing with opinions | 45 | |||
Post Reading | Self Analysis | 46 | |||
Revision | 47 | ||||
Sem 2 - LESSON PLANNER | |||||
Class / Section | All | Syllabus | |||
Subject | English | ||||
Name of the Teacher | k sudhakar | ||||
Unit / Chapter | Name of the Chapter | Topic | Day | Month | Mode of Teaching |
UNIT 5 | Introduction to syllabus | Introduction to syllabus | 1 | JAN | white board ,marker pen and projector |
Poem :The Felling of the Banyan Tree | Introduction to poem and the poet | 2 | |||
Poem:The Felling of the Banyan Tree | Explanation | 3 | |||
Poem :The Felling of the Banyan Tree | Comprehension questions - Discussion | 4 | |||
Poem :The Felling of the Banyan Tree | Discussion of post Reading questions. | 5 | |||
Prose : The Bet | Introduction to the lesson and the author | 6 | |||
Prose : The Bet | Explanation | 7 | |||
Prose : The Bet | Explanation | 8 | |||
Prose : The Bet | Comprehension questions - Discussion | 9 | |||
Vocabulary | Oxymoron and Hyperbole | 10 | |||
Vocabulary | Exercises on Oxymoron and Hyperbole | 11 | |||
Grammar | Main verbs and Tenses | 12 | |||
Grammar | Exercises Main verbs and Tenses | 13 | FEB | white board ,marker pen and projector | |
Speaking skills | Paragraph Writing Essentials | 14 | |||
Post Reading | Decision Making | 15 | |||
UNIT 6 | Poem : A Walk By Moonlight | Pre-Reading Activity and Explanation | 16 | ||
Poem:A Walk By Moonlight | Comprehension questions - Discussion | 17 | |||
Poem : A Walk By Moonlight | Post reading: Discussion of topics given | 18 | |||
Prose:How The Coronavirus sparked aWave of Innovation in India | Introduction to the lesson and the author , pre-Reading Activity | 19 | |||
Prose:How The Coronavirus sparked aWave of Innovation in India | Explanation | 20 | |||
Prose:How The Coronavirus sparked aWave of Innovation in India | Explanation | 21 | |||
Prose:How The Coronavirus sparked aWave of Innovation in India | Explanation | 22 | |||
Prose:How The Coronavirus sparked aWave of Innovation in India | Discussion of comprehension Questions | 23 | |||
Vocabulary | Loan Words | 24 | |||
Grammar | Auxiliary Verbs | 25 | MAR | white board ,marker pen and projector | |
Writing skills | Sequencing | 26 | |||
Post Reading | Holistic Health | 27 | |||
UNIT 7 | Poem: A Different History | Introduction of poet and Explanation | 28 | ||
Poem: A Different History | Explanation | 29 | |||
Poem: A Different History | Discussion of comprehension Questions | 30 | |||
Prose:Nobel Lecture,7 December 1993( Extract) | Introduction to poem and the poet | 31 | |||
Prose:Nobel Lecture,7 December 1993( Extract) | Explanation | 32 | |||
Prose:Nobel Lecture,7 December 1993( Extract) | Comprehension questions - Discussion | 33 | |||
Vocabulary and Grammar | Portmanteau Words ,Non- Finite Verbs | 34 | |||
Writing Skills | Descriptive Writing | 35 | |||
Post Reading | Conflict Resolution | 36 | |||
How I became a public speaker | Introduction of Author and Explanation | 37 | APRIL | white board ,marker pen and projector | |
How I became a public speaker | Comprehension questions - Discussion | 38 | |||
UNIT 8 | Poem :Lady Mackbeth's speech from Mackbeth Act1 Scene 5 | Introduction of poet and Explanation | 39 | ||
Poem :Lady Mackbeth's speech from Mackbeth Act1 Scene 5 | Explanation | 40 | |||
Poem :Lady Mackbeth's speech from Mackbeth Act1 Scene 5 | Discussion of comprehension Questions | 41 | |||
Vocabulary | Simile and Metaphor | 42 | |||
Grammar | Adverbs | 43 | |||
Writing skills | Argumentative Writing | 44 | |||
Post Reading | Ethical Behaviour | 45 | |||
REvision | Grammar | 46 | |||
Sem 3 - LESSON PLANNER | |||||
Class / Section | All | Syllabus | |||
Subject | English | ||||
Name of the Teacher | K sudhakar | ||||
Unit / Chapter | Name of the Chapter | Topic | Day | Month | |
UNIT 1 | Introduction to syllabus | Introduction to syllabus | 1 | July | |
Poetry:O Captain! My Captain! | Introduction to poem and the poet | 2 | |||
Poetry:O Captain! My Captain! | Explanation | 3 | |||
Poetry:O Captain! My Captain! | Comprehension questions - Discussion | 4 | |||
Prose: Mallika Srinivasan | Introduction to poem and the author | 5 | |||
Prose: Mallika Srinivasan | Introduction to the lesson and the author | 6 | |||
Prose: Mallika Srinivasan | Explanation | 7 | |||
Prose: Mallika Srinivasan | Explanation | 8 | |||
Prose: Mallika Srinivasan | Comprehension questions - Discussion | 9 | |||
Pronunciation: | Monopthongs | 10 | |||
vocabulary | Onomatopoeic Words | 11 | |||
Grammar | Punctuations | 12 | |||
Additional Reading | Jadav Payeng | 13 | Aug | ||
Speaking Skills | Role Play | 14 | |||
Writing Skills | Note Making/Note Taking | 15 | |||
Revision | Revision on Grammar | 16 | |||
Revision | Revision on Grammar | 17 | |||
UNIT 2 | Poetry: The Solitary Reaper | Introduction to poem and the poet | 18 | ||
Poetry: The Solitary Reaper | Comprehension questions - Discussion | 19 | |||
Poetry: The Solitary Reaper | Post reading: Discussion of topics given | 20 | |||
Poetry: The Solitary Reaper | Introduction to the lesson and the author , pre-Reading Activity | 21 | |||
Prose How to live to be 200 | Explanation | 22 | |||
Prose How to live to be 200 | Explanation | 23 | |||
Prose How to live to be 200 | Discussion of comprehension Questions | 24 | |||
pronunciation | Dipthongs | 25 | |||
Vocabulary | Word Origins | 26 | |||
Grammar | Subject verb agreement | 27 | sep | ||
Additional Reading | Organic Farming Gets a Bad Rap: Why it Shouldn't | 28 | |||
Speaking | Monologues | 29 | |||
Writing | Paragraph Expansion | 30 | |||
Revision | Excercises on Grammar Toipcs | 31 | |||
Revision | Excercises on Grammar Toipcs | 32 | |||
Revision | Excercises on Grammar Toipcs | 33 | |||
UNIT 3 | Poetry:La Belle Dame Sans Merci | Introduction of poet and Explanation | 34 | ||
Poetry:La Belle Dame Sans Merci | Explanation | 35 | |||
Poetry:La Belle Dame Sans Merci | Discussion of comprehension Questions | 36 | |||
Prose: Illyas | Introduction to author and the poet | 37 | |||
Prose: Illyas | Explanation | 38 | |||
Prose: Illyas | Comprehension questions - Discussion | 39 | |||
Pronunciation | Consonant Sounds | 40 | |||
Vocabulary | Clishes | 41 | |||
Grammar | Prepositional Phrases | 42 | |||
Additional Reading | Five Space Expansion Mission To Look Out For in 2003 | 43 | oct | ||
Speaking | Story Narration | 44 | |||
Writing | Notes and Circular | 45 | |||
Revision | Excercises on Grammar Toipcs | 46 | |||
SEM-4 LESSON PLANNER | |||||
Class / Section | All | Syllabus | |||
Subject | English | ||||
Name of the Teacher | K sudhakar | ||||
Unit / Chapter | Name of the Chapter | Topic | Day | Month | No. of Days |
UNIT 4 | Introduction to syllabus | Introduction to syllabus | 1 | JAN | 12 |
Poetry:Ozymandias | Introduction to poem and the poet | 2 | |||
Poetry:Ozymandias | Explanation | 3 | |||
Poetry:Ozymandias | Comprehension questions - Discussion | 4 | |||
Prose:The Lottery Ticket | Introduction to poem and the author | 5 | |||
Prose:The Lottery Ticket | Introduction to the lesson and the author | 6 | |||
Prose:The Lottery Ticket | Explanation | 7 | |||
Prose:The Lottery Ticket | Explanation | 8 | |||
Prose:The Lottery Ticket | Comprehension questions - Discussion | 9 | |||
Pronunciation | Consonant Clusters | 10 | |||
Vocabulary | Idioms | 11 | |||
Grammar | Degrees of Comparision | 12 | |||
Additional Reading | Consumees Often Can't Detect Fake Revives- and Underestimate how Many Negative Reviews Might Be Fake | 13 | FEB | 12 | |
Speaking Skills | Just a Minute | 14 | |||
Writing Skills | Memo Writing | 15 | |||
UNIT 5 | Poetry: My Last Duchess | Introduction to poem and the poet | 16 | ||
Poetry: My Last Duchess | Comprehension questions - Discussion | 17 | |||
Poetry: My Last Duchess | Post reading: Discussion of topics given | 18 | |||
Prose: The Doll's House | Introduction to the lesson and the author , pre-Reading Activity | 19 | |||
Prose: The Doll's House | Explanation | 20 | |||
Prose: The Doll's House | Explanation | 21 | |||
Grammar | Reported Speech | 22 | |||
Grammar | Reported Speech | 23 | |||
Prose: The Doll's House | Discussion of comprehension Questions | 24 | |||
pronunciation | Plural Endings | 25 | MAR | 12 | |
Vocabulary | Phrasal Verbs | 26 | |||
Grammar | Reported Speech | 27 | |||
Additional Reading | Is It Okey to Kick a Robot Dog? | 28 | |||
Speaking/Writing | Directions/ Precise Writing | 29 | |||
Revision | Excercises on Grammar Toipcs | 30 | |||
Revision | Excercises on Grammar Toipcs | 31 | |||
writing Skills | Precis writing | 32 | |||
writing Skills | Precis writing Qns. | 33 | |||
UNIT 6 | poery:Hope is The Thing With Feathers | Introduction of poet and Explanation | 34 | ||
poery:Hope is The Thing With Feathers | Explanation | 35 | |||
poery:Hope is The Thing With Feathers | Discussion of comprehension Questions | 36 | |||
Prose: Packing | Introduction to author and the poet | 37 | APRIL | 10 | |
Prose: Packing | Explanation | 38 | |||
Prose: Packing | Comprehension questions - Discussion | 39 | |||
Pronunciation | Past Tense Endings | 40 | |||
Vocabulary | Technical VocabularyFor Everyday Conversation | 41 | |||
Grammar | Voice | 42 | |||
Additional Reading | Why We Love Holiday Rituals and Traditions | 43 | |||
Speaking /Writing Skills | Picture Description / Information Transfer | 44 | |||
Revision | Excercises on Grammar Toipcs | 45 | |||
Revision | Excercises on Grammar Toipcs | 46 | |||
SEM 5 - LESSON PLANNER | |||||
Class / Section | Syllabus | ||||
Subject | English | ||||
Teacher Name | k sudhakar | ||||
Unit / Chapter | Name of the Chapter | Topic | Day | Month | Mode of Teaching |
Unit 1 | Introduction to syllabus | Introduction to syllabus | 220 | July | Whiteboard , Marker pen , Projector |
Poem : Ecology | Introduction to poem and the poet | 221 | |||
Poem : Ecology | Explanation | 222 | |||
Poem : Ecology | Discussion on comprehension Questions | 223 | |||
Poem : Ecology | Discussion of post Reading questions. | 224 | |||
Prose: What's the Language of the Future? | Introduction to the lesson and the author | 225 | |||
Prose: What's the Language of the Future? | Explanation | 226 | |||
Prose: What's the Language of the Future? | Explanation | 227 | |||
Prose: What's the Language of the Future? | Discussion on comprehension Questions | 228 | |||
Vocabulary | Indianism | 229 | |||
Vocabulary | one word substitutes - Exercises | 230 | |||
Vocabulary | Indianism - Exercises | 231 | |||
Grammar | Framing Questions (tag) | 232 | Aug | Whiteboard , Marker pen , Projector | |
Grammar | Framing Questions | 233 | |||
Grammar | Framing Questions | 234 | |||
Unit 2 | Prose Poem Girl | Pre-Reading Activity , about the author and Poem. | 235 | ||
Prose Poem Girl | Reading and Explanation. | 236 | |||
Prose Poem Girl | Discussion on comprehension Questions | 237 | |||
Prose Poem Girl | Post-Reading Activity and Explanation. | 238 | |||
Prose:Gender Equality Is Your Issue Too | Pre-Reading Activity , about the author and the text. | 239 | |||
Prose:Gender Equality Is Your Issue Too | Explanation | 240 | |||
Prose:Gender Equality Is Your Issue Too | Explanation | 241 | |||
Prose:Gender Equality Is Your Issue Too | Explanation | 242 | |||
Vocabulary | Analogy and Odd One Out- Explanation | 243 | |||
Vocabulary | Analogy and Odd One Out- Explanation | 244 | Sep | Whiteboard , Marker pen , Projector | |
Vocabulary | Analogy and Odd One Out- Explanation | 245 | |||
Grammar | Verbs | 246 | |||
Grammar | Verbs | 247 | |||
Grammar | Verbs | 248 | |||
Unit 3 | Review Writing | Discussion of Film Review | 249 | ||
Review Writing | Discussion of Film Review | 250 | |||
Review Writing | Discussion of Book Review | 251 | |||
Review Writing | Discussion of Book Review | 33 | |||
vocabulary | Technical Vocabulary ( Film , Literature) | 253 | |||
Grammar | Conditional | 254 | |||
Grammar | Conditional | 255 | |||
Revision of Prose Lessons | 256 | Whiteboard , Marker pen , Projector | |||
Revision of Poems | 257 | ||||
Revision of Vocabulary in all Prose and Poetry lessons . | 258 | Oct | |||
Revision of Grammar in all prose and Poetry Lessons. | 259 | ||||
Revision of comprehension qns. In poetry | 41 | ||||
Revision of comprehension qns. In prose | 42 | ||||
Writing skills | 43 | ||||
Oral presentations | 44 | ||||
Oral presentations | 45 | ||||
SEM 6 - LESSON PLANNER | |||||
Class / Section | ALL | Syllabus | |||
Subject | English | ||||
Teacher Name | K SUDHAKAR | ||||
Unit / Chapter | Name of the Chapter | Topic | Day | Month | Mode of Teaching |
Unit 4 | Introduction to syllabus | Introduction to syllabus | 273 | JAN | Whiteboard , markerpen , projector |
Poem : Telivision | Introduction to poem and the poet | 274 | |||
Poem : Telivision | Explanation | 275 | |||
Poem : Telivision | Discussion on comprehension Questions | 276 | |||
Poem : Telivision | Discussion of post Reading questions. | 277 | |||
Prose: The fringe Benefits of Failure And the importance of imagination | Introduction to the lesson and the author | 278 | |||
Prose: The fringe Benefits of Failure And the importance of imagination | Explanation | 279 | |||
Prose: The fringe Benefits of Failure And the importance of imagination | Explanation | 280 | |||
Prose: The fringe Benefits of Failure And the importance of imagination | Discussion on comprehension Questions | 281 | FEB | Whiteboard , markerpen , projector | |
Vocabulary | one word substitutes | 282 | |||
Vocabulary | one word substitutes - Exercises | 283 | |||
Vocabulary | one word substitutes - Exercises | 284 | |||
Grammar | Relative clauses | 285 | |||
Grammar | Relative clauses - Exercises | 286 | |||
Grammar | Relative clauses - Exercises | 287 | |||
Unit 5 | Poem : Accomplishments | Pre-Reading Activity , about the author and Poem. | 288 | ||
Poem : Accomplishments | Reading and Explanation. | 289 | |||
Poem : Accomplishments | Discussion on comprehension Questions | 290 | MARCH | Whiteboard , markerpen , projector | |
Poem : Accomplishments | Post-Reading Activity and Explanation. | 291 | |||
Prose:Third suggestion | Pre-Reading Activity , about the author and the text. | 292 | |||
Prose:Third suggestion | Explanation | 293 | |||
Prose:Third suggestion | Explanation | 294 | |||
Prose:Third suggestion | Explanation | 295 | |||
Vocabulary | Formal and informal vocabulary - Explanation | 296 | |||
Vocabulary | Formal and informal vocabulary - Exercises | 297 | |||
Vocabulary | Formal and informal vocabulary - Exercises | 298 | |||
Grammar | Sentence Types Explanation | 299 | |||
Grammar | Sentence Types Exercises | 300 | APRIL | Whiteboard , markerpen , projector | |
Grammar | Sentence Types Exercises | 301 | |||
Unit 6 | CV Writing | Discussion on the importance of CV / Guidelines | 302 | ||
CV Writing | Discussion on the types of CV and Explanation | 303 | |||
CV Writing | Covering letter | 304 | |||
CV Writing | Examples and Exercises. | 33 | |||
vocabulary | Appropriacy | 306 | |||
Grammar | Common Errors | 307 | |||
Grammar | Common Errors | 308 | |||
Revision of Prose Lessons | 309 | ||||
Revision of Poems | 310 | ||||
Revision of Vocabulary in all Prose and Poetry lessons . | 311 | ||||
Revision of Grammar in all prose and Poetry Lessons. | 312 |
SEM I | |||||||
---|---|---|---|---|---|---|---|
Class / Section | B.SC/ MPCS, MSCS, MSDS | Syllabus | |||||
Subject | MATHEMATICS | ||||||
Teacher Name | PADMANABHA SWAMY | ||||||
Unit / Chapter | Name of the Chapter | Topic | Day | Week | Month | No. of Days |
Mode of Teaching |
I | FUNCTION OF TWO VARIABLES |
Introduction class | 1 | 1 | OCTOBER | 18 | White Board and Marker Pen |
Basic Concepts | 2 | ||||||
Syllabus Dictation | 3 | ||||||
Definition of neighbourhood of a point | 4 | ||||||
Problems in neighbourhood of a point | 5 | ||||||
Definition of limit of a function of two variables | 6 | ||||||
Definition of continuous function | 7 | 2 | |||||
Problems in Continuity | 8 | ||||||
Problems in Limits | 9 | ||||||
PARTIAL DERIVATIVES | Definition of partial derivative | 10 | |||||
Basic problems in partial derivatives | 11 | ||||||
Second order partial derivatives | 12 | ||||||
Partial derivatives interms of trignometric ratios | 13 | 3 | |||||
Solving second order partial derivatives | 14 | ||||||
solving second order partial derivatives | 15 | ||||||
Problems in partial differential differential equations | 16 | ||||||
Partial derivatives in logarithemic functions | 17 | ||||||
Basic problems in partial differntial equation | 18 | ||||||
HOMOGENEOUS FUNCTIONS |
Euler's Theorem | 19 | 4 | NOVEM BER |
21 | White Board and Marker Pen | |
corrollary of Euler's Function | 20 | ||||||
Problems in Euler's Theorem | 21 | ||||||
Problems in Euler's Theorem | 22 | ||||||
Problems in second order Euler's Theorem | 23 | ||||||
Problems in second order Euler's Theorem | 24 | 5 | |||||
II | TOTAL DERIVATIVES | Introduction of Total derivatives | 25 | ||||
Basic problems in Total derivatives | 26 | ||||||
Definition of composite function in derivatives | 27 | ||||||
Problems in composite function | 28 | ||||||
End of composite function | 29 | 6 | |||||
Definition of Implicit function in derivatives | 30 | ||||||
Problems in implicit function to find second order derivative | 31 | 7 | |||||
Problems in secondorder partial derivatives of wrto x | 32 | ||||||
Equality of second order partial derivatives of f wrto x,y and wrto y,x | 33 | ||||||
Unequality of second order partial derivative of f wrto x,y and wrto y,x | 34 | ||||||
Theorem in equality of second order partial derivatives of f wrt x,y and y,x | 35 | ||||||
TAYLOR'S THEOREM IN TWO VARIABLES | Taylor's theorem | 36 | |||||
Problems in Taylor's theorem | 37 | 8 | |||||
Problems in Taylor's theorem | 38 | ||||||
Problems in Taylor's theorem | 39 | ||||||
MAXIMA AND MINIMA OF FUNCTION | How to find maxima&minima in two variable function | 40 | 9 | DECEMBER | 20 | White Board and Marker Pen | |
Problems in Maxima and Minima | 41 | ||||||
Maximum value of product of 3 positive numbers | 42 | ||||||
Basic problems in Maxima and Minima | 43 | 10 | |||||
Complete basic model in Maxima and Minima | 44 | ||||||
Lagranges form of undetermined multipliers | 45 | ||||||
Problems in Lagranges form of undetermined multipliers | 46 | ||||||
Problems in above concept | 47 | 11 | |||||
III | CURVATURE AND EVOLUTES |
Curvature definition, formula, curvature of a circle | 48 | ||||
Radius of curvature definition, length of arc as a function, derivatives of arc | 49 | ||||||
Problems based on above topic | 50 | ||||||
Radius of curvature cartesian, parametric, polar equations derivation | 51 | 12 | |||||
Problems based on above topic | 52 | ||||||
Radius of curvature cartesian, parametric equations problems | 53 | ||||||
Problems based on above topic | 54 | ||||||
Radius of curvature polar equation problems | 55 | ||||||
Radius of curvature polar equation problems | 56 | ||||||
Radius of curvature pedal equations | 57 | 13 | |||||
Radius of curvature at the origin Newton's method | 58 | ||||||
Centre of curvature, Circle of curvature formulas derivation | 59 | ||||||
Problems based on Centre of curvature | 60 | 14 | JANUARY | 21 | White Board and Marker Pen | ||
Problems based on Circle of curvature | 61 | ||||||
Chord of curvature definition, formula and problems | 62 | ||||||
Chord of curvature problems | 63 | ||||||
EVOLUTES | Evolutes definition, formula, problems | 64 | |||||
Evolutes problems | 65 | 15 | |||||
Length of Evolutes problems | 66 | ||||||
ENVELOPES | Envelope definition, one paramater family of curves, problems | 67 | |||||
Envelope problems | 68 | ||||||
Envelope problems when two parametres connected by a relation | 69 | ||||||
IV | LENGTH OF PLANE CURVES |
Rectification - length of plane curves - cartesian, parametric, polar equations | 70 | 16 | |||
Length problems | 71 | ||||||
Length of plane curve problems | 72 | ||||||
Length problems | 73 | ||||||
Length problems | 74 | ||||||
VOLUMES AND SURFACE OF REVOLUTION | Volumes and surface of revolution | 75 | 17 | ||||
Volume problems | 76 | ||||||
Volume problems | 77 | ||||||
Volume problems | 78 | ||||||
Surface area problems | 79 | ||||||
Surface area problems | 80 | ||||||
Surface area of the frustum of a cone | 81 | 18 | FEBRUARY | 2 | White Board and Marker Pen | ||
Pappu's theorems | 82 | ||||||
SEM II | |||||||
Class / Section | MPCS,MSCS&MSDS | Syllabus | |||||
Subject | MATHEMATICS | ||||||
Teacher Name | PADMANABHA SWAMY | ||||||
Unit / Chapter | Name of the Chapter | Topic | Day | Week | Month | No. of Days |
Mode of Teaching |
1 | D.E OF FIRST ORDER AND FIRST DEGREE | Syllabus discussion | 1 | 1 | JANUARY | 3 | White Board and Marker Pen |
Introduction of D.E | 2 | ||||||
formation of D.E | 3 | ||||||
problems on formation of D.E | 4 | 2 | 5 | ||||
variable -seperable method | 5 | ||||||
problems on vairiable -seperable method | 6 | ||||||
problems on vairiable -seperable method | 7 | ||||||
exact D.E | 8 | ||||||
did theorem on exact D.E | 9 | 3 | 3 | ||||
problems on exact D.E | 10 | ||||||
problems on exact D.E | 11 | ||||||
Non homogeneous D.E | 12 | 4 | FEBRUARY | 3 | White Board and Marker Pen | ||
problems on Non homogeneous D.E | 13 | ||||||
non exact D.E | 14 | ||||||
problems on 1/Mx+Ny | 15 | 5 | 6 | ||||
condition for I.F 1/Mx-Ny | 16 | ||||||
problems in I.F 1/Mx-Ny | 17 | ||||||
problems on I.F | 18 | ||||||
problems on I.F | 19 | ||||||
problems on I.F | 20 | ||||||
problems on I.F | 21 | 6 | 6 | ||||
inspection method | 22 | ||||||
problems on inspection method | 23 | ||||||
linear D.E | 24 | ||||||
problems on linear D.E | 25 | ||||||
bernoulli's equation | 26 | ||||||
problems on bernoulli's equation | 27 | 7 | 6 | ||||
problems on bernoulli's equation | 28 | ||||||
TOTAL D.E | necessary and sufficient condition for total D.E | 29 | |||||
problems on total D.E | 30 | ||||||
problems on total D.E | 31 | ||||||
problems in inspection method | 32 | ||||||
end of total D.E | 33 | 8 | 4 | ||||
2 | D.E OF FIRST ORDER AND HIGHER DEGREE | introduction | 34 | ||||
equations solvable for p | 35 | ||||||
did problems on solvable for p | 36 | ||||||
did problems on solvable for y | 37 | 9 | MARCH | 2 | White Board and Marker Pen | ||
did problems on solvable for y | 38 | ||||||
did problems on solvable for x | 39 | 10 | 5 | ||||
did problems on solvable for x | 40 | ||||||
did problems on solvable for x | 41 | ||||||
clairaut's form | 42 | ||||||
problems on clairaut's form | 43 | ||||||
equations reducible to clairaut's form | 44 | 11 | 6 | ||||
equations reducible to clairaut's form | 45 | ||||||
3 | LINEAR D.E WITH CONSTANT COEFICIENTS | introduction | 46 | ||||
problems on complementary function | 47 | ||||||
problems on complementary function | 48 | ||||||
particular integrals | 49 | ||||||
general P.I method | 50 | 12 | 6 | ||||
general P.I method | 51 | ||||||
general P.I method | 52 | ||||||
P.I of f(D)y=e՛ax | 53 | ||||||
problems on above method | 54 | ||||||
problems on above method | 55 | ||||||
P.I of f(D)y=sinax or cosax | 56 | 13 | 4 | ||||
problems on above method | 57 | ||||||
problems on above method | 58 | ||||||
P.I of f(D)y=x՛k | 59 | ||||||
problems on above method | 60 | 14 | APRIL | 5 | White Board and Marker Pen | ||
P.I of f(D)y=e՛ax .v | 61 | ||||||
problems on above method | 62 | ||||||
P.I of f(D)y=xv | 63 | ||||||
problems on above method | 64 | ||||||
problems on above method | 65 | 15 | 4 | ||||
P.I of f(D)y=x՛2 v | 66 | ||||||
method of undetermined coefficients | 67 | ||||||
problems on above method | 68 | ||||||
problems on above method | 69 | 16 | 5 | ||||
problems on above method | 70 | ||||||
4 | LINEAR D.E OF HIGHER ORDERWITH CONSTANT COEFICIENTS | The method of variation of parameter | 71 | ||||
problems on above method | 72 | ||||||
problems on above method | 73 | ||||||
problems on above method | 74 | 17 | 6 | ||||
LINEAR D.E WITH NON CONSTANT COEFICIENTS | reduction of order method | 75 | |||||
problems on above method | 76 | ||||||
problems on above method | 77 | ||||||
cauchy-euler equation | 78 | ||||||
problems on above method | 79 | ||||||
problems on above method | 80 | 18 | 2 | ||||
legender's linear equation | 81 | ||||||
problems on above method | 82 | 19 | MAY | 3 | White Board and Marker Pen | ||
PARTIAL D.E | Introduction of p.d.e | 83 | |||||
problems on formation of P D.E | 84 | ||||||
problems on formation of P D.E | 85 | 20 | 6 | ||||
elimination of arbitrary functions | 86 | ||||||
elimination of arbitrary functions | 87 | ||||||
equations solvable for direct integration | 88 | ||||||
lagranges linear equation | 89 | ||||||
problems on above method | 90 | ||||||
SEM III | |||||||
Class / Section | Syllabus | ||||||
SUBJECT:REAL ANALYSIS | |||||||
TEACHER NAME:RAVAN | |||||||
Unit / Chapter | Name of the Chapter | Topic | Day | Week | Month | No. of Days |
Mode of Teaching |
1 | SEQUENCES&SERIES | Introduction to Real Numbers system | 1 | 1 | JULY | 5 | White Board and Marker Pen |
Definition of a Sequence | 2 | ||||||
Definition of a Convergent,divergent Sequence | 3 | ||||||
Definition of Limit & bounded sequence | 4 | ||||||
Problems on convergent,divergent sequences | 5 | ||||||
Problems on convergent,divergent sequences | 6 | 2 | AUGUST | 5 | White Board and Marker Pen | ||
Theorems on sequences | 7 | ||||||
Theorems on sequences | 8 | ||||||
Squeeze theorem | 9 | ||||||
Definition of Monotonic sequences | 10 | ||||||
Theorems on Monotonic sequences | 11 | 3 | 4 | ||||
Theorems on Monotonic sequences | 12 | ||||||
Problems on Monotonic sequences | 13 | ||||||
Problems on Monotonic sequences | 14 | ||||||
Bolzano-Weirstrauss theorem | 15 | 4 | 6 | ||||
Theorems on Cauchy sequences | 16 | ||||||
Theorems on Cauchy sequences | 17 | ||||||
Cauchys general principle of convergence | 18 | ||||||
Problems on Cauchy sequence | 19 | ||||||
Definition of Infinite series | 20 | ||||||
Theorems on infinite series | 21 | 5 | SEPTEM BER |
5 | White Board and Marker Pen | ||
Comparison test1,test2 | 22 | ||||||
Problems on comparison test1,test2 | 23 | ||||||
P-test or Auxialliary series test | 24 | ||||||
Geometric series test | 25 | ||||||
Limit comparison test | 26 | 6 | 4 | ||||
Problems on limit comparison test | 27 | ||||||
Cauchy's nth root test | 28 | ||||||
Problems on Cauchy's nth root test | 29 | ||||||
D-Alembert's ratio test | 30 | 7 | 5 | ||||
Problems on D-Alembert's ratio test | 31 | ||||||
Integral test and problems | 32 | ||||||
Leibnitz test | 33 | ||||||
Problems on Leibnitz test | 34 | ||||||
Absolute convergence,conditional converges | 35 | 8 | 6 | ||||
Definition of Limit of a function | 36 | ||||||
Theorems on Limits | 37 | ||||||
Theorems on Limits | 38 | ||||||
Theorems on Limits | 39 | ||||||
Problems on Limits | 40 | ||||||
Problems on Limits | 41 | 9 | OCTOBER | 5 | White Board and Marker Pen | ||
Problems on Limits | 42 | ||||||
Borel's theorem | 43 | ||||||
Intermediate value theorem | 44 | ||||||
2 | LIMITS&CONTINUITY | Definition of continuous,discontinuous function | 45 | ||||
Theorems on continuous function | 46 | 10 | 6 | ||||
Theorems on continuous function | 47 | ||||||
Problems on continuous function | 48 | ||||||
Problems on continuous function | 49 | ||||||
Problems on continuous function | 50 | ||||||
Definition of uniform continuity | 51 | ||||||
Theorems on uniform continuity | 52 | 11 | 3 | ||||
problems on uniform continuity | 53 | ||||||
problems on uniform continuity | 54 | ||||||
Definition of Differentiation | 55 | 12 | NOVEM BER |
6 | White Board and Marker Pen | ||
Basic properties of derivatives | 56 | ||||||
Theorems on differentiation | 57 | ||||||
3 | DIFFERENTIATION | Theorems on differentiation | 58 | ||||
Problems on differentiation | 59 | ||||||
Problems on differentiation | 60 | ||||||
Problems on differentiation | 61 | 13 | 5 | ||||
Rolle's Mean value theorem | 62 | ||||||
Problems on Rolle's Mean value theorem | 63 | ||||||
Lagranges Mean value theorem | 64 | ||||||
Problems on Lagranges Mean value theorem | 65 | ||||||
Cauchy's Mean value theorem | 66 | 14 | 5 | ||||
Problems on Cauchy's Mean value theorem | 67 | ||||||
Taylor's theorem | 68 | ||||||
Problems on Taylor's theorem | 69 | ||||||
Problems on Mean value theorems | 70 | ||||||
L-Hospital rule | 71 | 15 | 6 | ||||
Definitions | 72 | ||||||
Theorems on integration | 73 | ||||||
Theorems on integration | 74 | ||||||
4 | RIEMANN INTEGRATION | Theorems on integration | 75 | ||||
Problems on riemann integration | 76 | ||||||
Problems on riemann integration | 77 | 16 | DECEM BER |
5 | White Board and Marker Pen | ||
Problems on riemann integration | 78 | ||||||
Theorems on integration | 79 | ||||||
Fundamental theorem of integral calculus | 80 | ||||||
Problems on fundamental theorem of calculus | 81 | ||||||
First mean value theorem | 82 | 17 | 4 | ||||
Problems on first mean value theorem | 83 | ||||||
postage stamp function | 84 | ||||||
Intermediate value theorem for integrals | 85 | ||||||
Problems on Intermediate value theorem | 86 | 18 | 2 | ||||
Theorems on integrals | 87 | ||||||
SEM IV | |||||||
Class / Section | BSC | Syllabus | |||||
Subject | ABSTRACT ALGEBRA | ||||||
Teacher Name | PADMANABHA SWAMY | ||||||
Unit / Chapter | NAME OF THE CHAPTER | Topic | Day | Week | Month | No. of Days |
Mode of Teaching |
1 | GROUPS | syllabus discussion | 1 | 1 | JANUARY | 5 | White Board and Marker Pen |
Def of closure,associative properties | 2 | ||||||
Def of Group | 3 | ||||||
Uniqueness of identity and inverse | 4 | ||||||
cancellation laws | 5 | ||||||
socks-shoes property | 6 | 2 | 4 | ||||
theorems using socks-shoes property | 7 | ||||||
theorems in abelian group | 8 | ||||||
theorems in abelian group | 9 | ||||||
theorems in abelian group | 10 | 3 | 3 | ||||
problems on groups | 11 | ||||||
problems on groups | 12 | ||||||
problems on abelian groups | 13 | 4 | 5 | ||||
problems on abelian groups | 14 | ||||||
problems on abelian groups | 15 | ||||||
finite groups | 16 | ||||||
congruence properties | 17 | ||||||
problems on modulosets | 18 | 5 | 3 | ||||
order of an element | 19 | ||||||
theorems on order of element | 20 | ||||||
theorems on order of element | 21 | 6 | FEBRUARY | 3 | White Board and Marker Pen | ||
SUBGROUPS | introduction of subgroups | 22 | |||||
theorems in subgroups | 23 | ||||||
two steps subgroup test | 24 | 7 | 6 | ||||
one step subgroup test | 25 | ||||||
finite subgroup test | 26 | ||||||
union and intersection of subgroups | 27 | ||||||
centre of the group | 28 | ||||||
CYCLIC GROUPS | introduction of cyclic subgroups | 29 | |||||
theorems in cyclic groups | 30 | 8 | 6 | ||||
fundamental theorem of cyclic groups | 31 | ||||||
Euler'sfunction | 32 | ||||||
theorems in generator of cyclic group | 33 | ||||||
problems in cyclic groups | 34 | ||||||
2 | PERMUTATION GROUPS | Definitions in permutation group | 35 | ||||
problems in permutations | 36 | 9 | 6 | ||||
theorems in permutations | 37 | ||||||
alternating group | 38 | ||||||
problems in symmetric group | 39 | ||||||
COSETS | Def of coset and theorems | 40 | |||||
product of cosets theorem | 41 | ||||||
theorems in congruence | 42 | 10 | 4 | ||||
theorems in cosets | 43 | ||||||
Lagrange's theorem | 44 | ||||||
Fermat's little theorem | 45 | ||||||
orbit and stabilizer | 46 | 11 | MARCH | 2 | White Board and Marker Pen | ||
3 | NORMAL SUBGROUPS | introduction to normal subgroups | 47 | ||||
theorems in normal subgroups | 48 | 12 | 5 | ||||
product of normal subgroups | 49 | ||||||
index of normal subgroups | 50 | ||||||
theorems in normal subgroups | 51 | ||||||
factor theorem | 52 | ||||||
factor group theorems | 53 | 13 | 6 | ||||
theorems in factor group | 54 | ||||||
problems in normal subgroups | 55 | ||||||
HOMOMORPHISM&ISOMORPHISM | Def of homomorphism | 56 | |||||
problems in homomorphism | 57 | ||||||
propertiesin homomorphism | 58 | ||||||
theorems in homomorphim | 59 | 14 | 6 | ||||
theorems in homomorphism | 60 | ||||||
theorems in isomorphism | 61 | ||||||
theorems in isomorphism | 62 | ||||||
theorems in isomorphism | 63 | ||||||
first isomorphism test | 64 | ||||||
theorems in automorphism | 65 | 15 | 4 | ||||
cayley's theorem | 66 | ||||||
RINGS AND INTGRAL DOMAINS | def of ring | 67 | |||||
problems in rings | 68 | ||||||
problems in rings | 69 | 16 | APRIL | 5 | White Board and Marker Pen | ||
problems in rings | 70 | ||||||
def of integral domain | 71 | ||||||
theorems in integral domain | 72 | ||||||
Gaussian integer | 73 | ||||||
theorems in integral domain | 74 | 17 | 4 | ||||
theorems in integral domain | 75 | ||||||
characterstic of a ring | 76 | ||||||
theorems in characterstic of a ring | 77 | ||||||
sub ring tests | 78 | 18 | 5 | ||||
4 | IDEALS | Types of ideals | 79 | ||||
theorems in ideals | 80 | ||||||
problems in ideals | 81 | ||||||
theorems in ideals | 82 | ||||||
factor ring | 83 | 19 | 6 | ||||
prime ideal theorems | 84 | ||||||
maximal ideal theorems | 85 | ||||||
prime and maximal ideal theorems | 86 | ||||||
HOMOMORPHISM&ISOMORPHISM | def and problems | 87 | |||||
theorems in homomorphim | 88 | ||||||
theorems in homomorphim | 89 | 20 | 2 | ||||
theorems in isomomorphim | 90 | ||||||
SEM V | |||||||
Class / Section | MSCS | Syllabus | |||||
Subject | MATHEMATICS | ||||||
Teacher Name | D RAVAN KUMAR | ||||||
Unit / Chapter | Name of the Chapter | Topic | Day | Week | Month | No. of Days |
Mode of Teaching |
1.VECTOR SPACES | VECTOR SPACES | Definition of vectoe space and problems | 1 | 4 | JULY | 5 | White Board and Marker Pen |
problems on vector spaces | 2 | ||||||
problems on vector spaces | 3 | ||||||
SUB SPACES | Definition of sub space | 4 | |||||
Theorems on sub spaces | 5 | ||||||
Problems on sub spaces | 6 | 1 | AUGUST | 5 | White Board and Marker Pen | ||
LINEARSPAN AND BASIS | Definition of linear combination,span | 7 | |||||
Theorems on linear span | 8 | ||||||
Problems on liner span | 9 | ||||||
Problems on linear combination | 10 | ||||||
Definition of linear sum of 2 sub spaces | 11 | 2 | 4 | ||||
Definition of Null space,column space | 12 | ||||||
Problems on Null space,Column space | 13 | ||||||
Definition of Linear Transformation | 14 | ||||||
Problems on Linear Transformation | 15 | 3 | 6 | ||||
Definition of L.I ,L.D and Basis | 16 | ||||||
Problems on L.I,L.D and Basis | 17 | ||||||
Definition of coordinate vector and problems | 18 | ||||||
2.EIGEN VECTORS | DIMENSION OF VECTOR SPACE | Definition of dimension of a vector space | 19 | ||||
Problems on dimension of a vector space | 20 | ||||||
Unique representation theorem | 21 | 4 | 2 | ||||
Spanning set theorem | 22 | ||||||
Basis theorem | 23 | 1 | SEPTEM BER |
3 | White Board and Marker Pen | ||
Problems on dimension of Null space,col space | 24 | ||||||
Theorems on dimension of vector spaces | 25 | ||||||
RANK AND CHANGE OF BASIS | Definition of Rank | 26 | 1 | 5 | |||
Rank theorem | 27 | ||||||
Problems on Rank theorem | 28 | ||||||
EIGEN VECTORS AND EIGEN VALUES | Definition of eigen vector,eigen value | 29 | |||||
Definition of characterstic equation | 30 | ||||||
problems on verification of eigen values | 31 | 2 | 5 | ||||
problems on verification of eigen vectors | 32 | ||||||
problems on verification of eigen vectors | 33 | ||||||
problems on basis for eigen space | 34 | ||||||
problems on basis for eigen space | 35 | ||||||
problems on basis for eigen space | 36 | 3 | 5 | ||||
problems on eigen vectors and eigen values | 37 | ||||||
problems on eigen vectors and eigen values | 38 | ||||||
problems on eigen vectors and eigen values | 39 | ||||||
Theorems on eigen vectors | 40 | ||||||
CHARACTERSTIC POLYNOMIAL | Definition of characterstic polynomial | 41 | 2 | OCTOBER | 5 | White Board and Marker Pen | |
problems on characterstic polynomial | 42 | ||||||
3.DIAGONALIZATION | DIAGONALIZABILITY | Definition of diagonalizability | 43 | ||||
problems on diagonalizability of 2×2 matrices | 44 | ||||||
problems on diagonalizability of 2×2 matrices | 45 | ||||||
problems on diagonalizability of 3×3 matrices | 46 | 3 | 6 | ||||
problems on diagonalizability of 3×3 matrices | 47 | ||||||
problems on diagonalizability of 3×3 matrices | 48 | ||||||
problems on diagonalizability of 3×3 matrices | 49 | ||||||
EIGEN VALUES OF TRANSFORMATION | Problems on eigen values of linear transformation | 50 | |||||
Problems on eigen values of linear transformation | 51 | ||||||
Problems on eigen values of linear transformation | 52 | 4 | 5 | ||||
COMPLEX EIGEN VALUES | problems on complex eigen values | 53 | |||||
problems on complex eigen values | 54 | ||||||
problems on complex eigen values | 55 | ||||||
problems on complex eigen values | 56 | ||||||
APPLICATIONS OF DIFFERENTIAL EQUATION | problems on general solution of Differential equations | 57 | 1 | NOVEM BER |
5 | White Board and Marker Pen | |
problems on general solution of Differential equations | 58 | ||||||
problems on general solution of Differential equations | 59 | ||||||
problems on general solution of Differential equations | 60 | ||||||
4.ORTHOGONALITY | INNER PRODUCT | Definition of Inner product,Norm,distance | 61 | ||||
problems on inner product | 62 | 2 | 5 | ||||
problems on Norm,distance,unit vector | 63 | ||||||
ORTHOGONALITY | Definition of orthogonal | 64 | |||||
problems on orthogonal | 65 | ||||||
Theorems on orthogonal | 66 | ||||||
Definition of orthogonal set,orthonormal set | 67 | 3 | 5 | ||||
problems on orthogonal set | 68 | ||||||
problems on orthonormal set | 69 | ||||||
Gram-schmidt orthogonalization process | 70 | ||||||
problems on Gram-Schmidt process | 71 | ||||||
problems on Gram-Schmidt process | 72 | 4 | 6 | ||||
LEAST SQUARES | QR factorization method | 73 | |||||
QR factorization method | 74 | ||||||
Method of least squares | 75 | ||||||
Method of least squares | 76 | ||||||
Inner product space | 77 | ||||||
Cauchy-schwartz inequality | 78 | 1 | DECEM BER |
3 | White Board and Marker Pen | ||
Triangle inequality | 79 | ||||||
Revision | 80 | ||||||
SEM VI | |||||||
Class / Section | BSC | Syllabus | |||||
Subject | NUMERICAL ANALYSIS | ||||||
Teacher Name | PADMANABHA SWAMY | ||||||
Unit / Chapter | NAME OF THE CHAPTER | Topic | Day | Week | Month | No. of Days |
Mode of Teaching |
1 | ERRORS IN NUMERICAL ANALYSIS | Introduction to numerical analysis | 1 | 1 | JANUARY | 5 | White Board and Marker Pen |
types of numbers and rounding-off | 2 | ||||||
inherent errors and truncation errors | 3 | ||||||
def of absolute,relative and percentage errors | 4 | ||||||
General error formula | 5 | ||||||
problems on errors | 6 | 2 | 4 | ||||
problems on errors | 7 | ||||||
problems on errors | 8 | ||||||
SOLUTIONS OF ALZEBRAIC&TRANSCEDENTAL EQNS | Bisection method | 9 | |||||
problems on Bisection method | 10 | 3 | 3 | ||||
Iteration method | 11 | ||||||
problems on Iteration method | 12 | ||||||
method of false position | 13 | 4 | 5 | ||||
problems on false position method | 14 | ||||||
Newton Raphson method | 15 | ||||||
rate of convergence of the method | 16 | ||||||
problems on Newton Raphson method | 17 | ||||||
Muller's method | 18 | 5 | 3 | ||||
problems on Muller's method | 19 | ||||||
solutions of non linear eqns | 20 | ||||||
Iteration method | 21 | 6 | FEBRUARY | 3 | White Board and Marker Pen | ||
problems on Iteration method | 22 | ||||||
Newton Raphson method | 23 | ||||||
problems on Newton Raphson method | 24 | 7 | 6 | ||||
2 | INTERPOLATION | Def of interpolation,extrapolation | 25 | ||||
finite differences | 26 | ||||||
forward,backward differences | 27 | ||||||
central differences | 28 | ||||||
operators like shift,mean,forward,backward | 29 | ||||||
problems on operators | 30 | 8 | 6 | ||||
Newton's forward difference method | 31 | ||||||
problems on Newton's forward difference method | 32 | ||||||
Newton's backward difference method | 33 | ||||||
problems on Newton's backward difference method | 34 | ||||||
Gauss forward central difference | 35 | ||||||
problems on Gauss forward central difference | 36 | 9 | 6 | ||||
Gauss backward central difference | 37 | ||||||
problems on Gauss backward central difference | 38 | ||||||
stirling's method | 39 | ||||||
problems on stirling's method | 40 | ||||||
Bessel's interpolation method | 41 | ||||||
problems on Bessel's interpolation method | 42 | 10 | 4 | ||||
Lagrange's interpolation method | 43 | ||||||
problems on Lagrange's interpolation method | 44 | ||||||
Divided differences | 45 | ||||||
Newton's Divide difference method | 46 | 11 | MARCH | 2 | White Board and Marker Pen | ||
problems on Newton's Divide difference method | 47 | ||||||
inverse interpolation | 48 | 12 | 5 | ||||
3 | CURVE FITTING | straight line curve fitting | 49 | ||||
non linear curve fitting | 50 | ||||||
power function curve fitting | 51 | ||||||
parabola curve fitting | 52 | ||||||
exponential curve fitting | 53 | 13 | 6 | ||||
problems on parabola,exponential curve fitting | 54 | ||||||
problems on parabola,exponential curve fitting | 55 | ||||||
NUMERICAL DIFFERENTIATION | Derivatives using Newton's forward difference | 56 | |||||
Derivatives using Newton's forward difference | 57 | ||||||
Derivatives using Newton's forward difference | 58 | ||||||
Derivatives using Newton's backward difference | 59 | 14 | 6 | ||||
Derivatives using Newton's backward difference | 60 | ||||||
Derivatives using Newton's backward difference | 61 | ||||||
NUMERICAL INTEGRATION | General quadrature formula | 62 | |||||
Trapezoidal rule,simpson's 1/3 rule,simpson's 3/8 | 63 | ||||||
problems on above methods | 64 | ||||||
problems on above methods | 65 | 15 | 4 | ||||
Boole's rule,weddle's rule | 66 | ||||||
problems on above methods | 67 | ||||||
problems on above methods | 68 | ||||||
Newton's cotes integration formula | 69 | 16 | APRIL | 5 | White Board and Marker Pen | ||
4 | NUMERICAL SOLN'S OF ORDINARY D.E | Picard's method | 70 | ||||
problems on picard's method | 71 | ||||||
problems on picard's method | 72 | ||||||
Taylor's seriesmethod | 73 | ||||||
problems on Taylor's series method | 74 | 17 | 4 | ||||
problems on Taylor's series method | 75 | ||||||
Euler's method | 76 | ||||||
problems on Euler's method | 77 | ||||||
problems on Euler's method | 78 | 18 | 5 | ||||
Modified Euler's method | 79 | ||||||
problems on Modified Euler's method | 80 | ||||||
problems on Modified Euler's method | 81 | ||||||
Runge-kutta method of 2nd order | 82 | ||||||
problems on Runge-kutta method of 2nd order | 83 | 19 | 5 | ||||
problems on Runge-kutta method of 2nd order | 84 | ||||||
Runge-kutta method of 4th order | 85 | ||||||
problems on Runge-kutta method of 4th order | 86 | ||||||
problems on Runge-kutta method of 4th order | 87 |
SEM I | ||||||
---|---|---|---|---|---|---|
IDEAL DCW/ACAD/LP/SPS/STATS/SEM1/2023-24 | ||||||
Class / Section : Bsc I, SEM I (MSCS&MSDS) | Syllabus | |||||
SUBJECT:STATISTICS | ||||||
PAPER: DESCRIPTIVE STATISTICS AND PROBABILITY | ||||||
TEACHER NAME: P.ANUSHA | ||||||
Unit / Chapter | Topic | Day | WEEK | MONTH | NO.of Days | Mode of Teaching |
UNIT I | Introduction to statistics and general use | 1 | ||||
INRODUCTION TO STATISTICS | Data, information, importance of data in real life | 2 | 1 | 2 | ||
statistics and its importance and definition of statistics | 3 | |||||
primary data and econdary data | 4 | |||||
preparation of questionnarie | 5 | |||||
classification of data | 6 | |||||
variable, attribute, classification attributes etc | 7 | 2 | 5 | White Board and Marker Pen | ||
frequncy distribution and associated terms | 8 | |||||
various terms associated with frquency distribution | 9 | |||||
diagramatic representation of data | 10 | |||||
tabular form of data and uses | 11 | |||||
histogram and its construction with problems | 12 | 3 | 5 | |||
frequency polygon and ogive curves | 13 | |||||
measures of central tendency and criteria for a good measure | 14 | |||||
measures of central tendency methods | 15 | |||||
AM and its properties,uses,limitations | 16 | |||||
problems on AM and their computation | 17 | 4 | AUGUST | 5 | ||
Median, properties, merits and demerits | 18 | |||||
problems on median and its computation | 19 | 5 | 2 | |||
mode,properties, merits and demerits | 20 | |||||
problems on mode and its computation | 21 | |||||
relationship between mean, median and mode | 22 | |||||
geometric mean , properties, uses and problems | 23 | |||||
harmonic mean, properties and problems | 24 | 6 | 5 | |||
weighted mean and its significance | 25 | |||||
problems on central tendency | 26 | |||||
Introduction to measures of dispersion | 27 | |||||
criteria for a good measure of dispersion | 28 | White Board and Marker Pen | ||||
range,def,merits,demerits and properties with problems | 29 | 7 | 5 | |||
QD,def, merits , demerits, properties | 30 | |||||
problems on QD | 31 | |||||
MD,def, merits,demerits,properties with problems | 32 | |||||
standard deviation with problems | 33 | |||||
relative measures with problems of dispertion | 34 | 8 | 5 | |||
problems on measures of dispersion | 35 | |||||
Introduction to central and non central moments | 36 | |||||
relation between central and non central moments | 37 | |||||
change of origin and scale on moments and their problems | 38 | 9 | SEPTEMBER | 4 | ||
problems on central and non central moments | 39 | |||||
problems on sheppard corrections | 40 | |||||
problems on moments central and raw | 41 | 10 | 3 | |||
skewness, methods of computation | 42 | |||||
problems on bowley's , karl pearson's skewness | 43 | |||||
skewness based on moments, graphical methods and kurtosis | 44 | White Board and Marker Pen | ||||
UNIT II - PROBABILITY | introduction to probability and basic terms | 45 | 11 | 4 | ||
basic problems on probability | 46 | |||||
basic theorems on probability | 47 | 12 | 2 | |||
theorems on probability | 48 | |||||
theorems on probability | 49 | OCTOBER | ||||
conditional probability and independence of events | 50 | |||||
theorem on independence of events,pairwise independent events | 51 | |||||
problems on probability | 52 | |||||
problems on probability | 53 | 13 | 6 | |||
problems on probability | 54 | |||||
boole's inequality and some problems | 55 | |||||
baye's theorem and its applications | 56 | |||||
problems on probability | 57 | |||||
UNIT III - RANDOM VARIABLES | introduction to random variables and basic examples | 58 | 14 | 5 | White Board and Marker Pen | |
PMF ,F(x) for discrete random variables | 59 | |||||
problems on pmf,F(x) on discrete random variable | 60 | |||||
properties of distribution function | 61 | |||||
PDF, and computation of probabilities | 62 | 15 | 4 | |||
problems on continuous random variables | 63 | |||||
bivariate random variables and joint pdf ect | 64 | |||||
problems on bivariate random variables | 65 | |||||
UNIT IV - MATHEMATICAL EXPECTATION | mathematical expectation and its properties | 66 | ||||
variance and covariance with its properties | 67 | |||||
cauchy schwartz and chebyshev's inequalities with their applications | 68 | 16 | NOVEMBER | 6 | ||
SEM II | ||||||
IDEAL DCW/ACAD/LP/SPS/STATS/SEM2/2023-24 | ||||||
Class / Section: BSC I,SEM II | Syllabus | |||||
SUBJECT:STATISTICS | ||||||
PAPER: PROBABILITY DISTRIBUTIONS | ||||||
TEACHER NAME:P.ANUSHA | ||||||
Unit / Chapter | Topic | Day | WEEK | MONTH | NO.of Days | Mode of Teaching |
UNIT I | introduction to discrete distributions | 1 | ||||
DISCRETE DISTRIBUTIONS--I | uniform distribution | 2 | 1 | 2 | ||
bernoulli distribution | 3 | |||||
moments and generating functions of bernoulli distribution | 4 | |||||
binomial distribution with its moments | 5 | |||||
moments , sk,kurtosis of BD | 6 | |||||
mgf,cgf of BD | 7 | |||||
CH.f and PGF of BD | 8 | 2 | JAN | 6 | White Board and Marker Pen | |
Mean and variance through generating functions | 9 | |||||
additive property reccurrence relations of BD | 10 | |||||
Limiting case of BD to ND | 11 | |||||
Problems on BD | 12 | |||||
Poisson distribution with its moments | 13 | 3 | 5 | |||
generating functions of PD | 14 | |||||
generating functions of PD | 15 | |||||
Mean and variance through generating functions | 16 | |||||
recurrence relations for probabilities and moments of PD | 17 | |||||
mode of PD | 18 | 4 | FEB | 5 | ||
reproductive property of PD | 19 | |||||
PD as a limiting case of BD | 20 | 5 | 2 | |||
PD as a limiting case of ND | 21 | |||||
Problems on PD | 22 | |||||
UNIT II | NBD with moments | 23 | ||||
DISCRETE DISTRIBUTIONS--II | generating functions of NBD | 24 | 6 | 4 | ||
recurrence relations for probabilities of NBD | 25 | |||||
Problems on NBD | 26 | |||||
GD with its moments,generating functions | 27 | |||||
additive property and memoryless property of GD | 28 | 7 | 4 | White Board and Marker Pen | ||
HGD with moments | 29 | |||||
recurrence relation for probabilities of HGD | 30 | |||||
BD as a limiting case of HGD | 31 | MAR | ||||
UNIT III | normal distribution and standard normal distribution | 32 | 8 | 4 | ||
CONTINUOUS DISTRIBUTIONS -I | derivation of standard ND and properties of ND | 33 | ||||
mgf,cf,cgf of ND and odd order ,even order moments | 34 | |||||
computation of mean ,median, mode and ratio of QD:MD:SD | 35 | |||||
Additive property of ND linear combination | 36 | 9 | 4 | |||
points of inflexion and limiting cases of ND | 37 | |||||
MGF if standard ND | 38 | |||||
UNIT IV | RD and its moments | 39 | 10 | 3 | ||
CONTINUOUS DISTRIBUTIONS -II | mgf,cf,cgf of RD | 40 | ||||
Mean deviation about mean of RD | 41 | |||||
ED and its moments | 42 | White Board and Marker Pen | ||||
mgf,cf,cgf of ED | 43 | 11 | APR | 4 | ||
Lack of memory property of ED | 44 | |||||
Gamma distribution of kind 2 with its moments | 45 | 12 | 2 | |||
mgf,cf,cgf,additive property of GD2 | 46 | |||||
GD1 moments generating functions | 47 | |||||
beeta distribution of kind 1 and moments | 48 | |||||
beeta distribution of kind 2and moments | 49 | |||||
harmonic mean of beta 1 | 50 | |||||
harmonic mean of beta 1 | 51 | 13 | MAY | 6 | ||
SEM III | ||||||
IDEAL DCW/ACAD/LP/SPS/STAT/SEM3/2023-24 | ||||||
Class / Section : BSC II, SEM III | Syllabus | |||||
SUBJECT:STATISTICS | ||||||
PAPER: STATISTICAL METHODS AND ESTIMATION | ||||||
TEACHER NAME: P.ANUSHA | ||||||
Unit / Chapter | Topic | Day | WEEK | MONTH | NO of days | Mode of teaching |
UNIT I | Over view of the syllabus and content | 1 | 1 | JULY | 1 | |
principle of least squares | 2 | |||||
CORRELATION AND REGRESSION ANALYSIS | curve fitting of straight line | 3 | 2 | 2 | White Board and Marker Pen | |
problems on fitting of st.line | 4 | |||||
fitting of second degree parabola | 5 | |||||
problems on second degree parabola | 6 | |||||
construction of exponential curve of type1 | 7 | 3 | 4 | |||
problems on type1 exponential curve | 8 | |||||
construction of exponential curve of type2 | 9 | |||||
problems on type2 exponential curve | 10 | |||||
construction of miscellineous curves | 11 | |||||
MS excel curve fitting methods | 12 | 4 | 5 | using MS excel | ||
introduction to correlation and its types | 13 | |||||
karl pearson's correlation coefficient and its definition | 14 | |||||
properties of karl pearson's correlation coefficient | 15 | |||||
problems on correlation coefficient | 16 | |||||
problems on coefficient of correlation | 17 | 5 | 5 | |||
spearman's rank correlation | 18 | |||||
limits of rank correlation coefficient | 19 | |||||
problems on rank correlation | 20 | White Board and Marker Pen | ||||
correlation ratio | 21 | |||||
problems on coreelation ratio | 22 | 6 | 5 | |||
correlation coefficient for bivariate frequency distribution | 23 | |||||
problems on bivariate frequency distributions | 24 | 7 | AUGUST | 2 | ||
introduction to regression analysis and lines of regression | 25 | |||||
derivation of regression lines and regression coefficients | 26 | |||||
properties of regression coefficient | 27 | |||||
problems on construction of regression lines | 28 | 8 | 4 | |||
problems on regression lines | 29 | |||||
problems on regression lines | 30 | |||||
regression lines for bivariate frequency distribution | 31 | |||||
introduction to multiple and partial coreelation | 32 | |||||
problems on multiple and partial correlation | 33 | 9 | 5 | |||
problems on ms excel | 34 | using MS excel | ||||
problems on ms excel | 35 | using MS excel | ||||
problems on ms excel | 36 | using MS excel | ||||
UNIT II | introduction to theory of attributes and basic terms | 37 | 10 | 4 | ||
THEORY OF ATTRIBUTES | basic terms, classes,class frequncy ect | 38 | ||||
problems on calculation of class frequncies | 39 | |||||
consistency of data,independence and association of attributes | 40 | |||||
UNIT III | introduction to sampling theory and basic terms | 41 | 11 | SEPTEMBER | 4 | |
SAMPLING DISTRIBUTIONS | sampling distribution , standard error with examples | 42 | ||||
problems on sampling distributions and standard errors | 43 | 12 | 2 | |||
problems on sampling distributions and standard errors | 44 | White Board and Marker Pen | ||||
problems on sampling distributions and standard errors | 45 | |||||
problems on sampling distributions and standard errors | 46 | |||||
chi square distribution and its properties | 47 | 13 | 4 | |||
applications of chi square distribution | 48 | |||||
introduction to t-distribution and its properties | 49 | 15 | OCTOBER | 2 | ||
introduction to F-distribution and its properties,uses | 50 | |||||
UNIT IV | introduction to estimation theory and basic terms | 51 | ||||
unbiasedness and their problems | 52 | |||||
ESTIMATION THEORY | problems on unbiasedness | 53 | ||||
efficiency estimators and problems | 54 | |||||
sufficient estimators and conditions for sufficiency | 55 | 16 | 6 | |||
consistency estimators sufficient conditions | 56 | |||||
maximum likelyhood estimation method and properties | 57 | |||||
regularity conditions for MLE and problems | 58 | |||||
problems on MLE | 59 | 17 | 4 | |||
problems on MLE | 60 | |||||
methods of moments and problems | 61 | |||||
problems on method of moments | 62 | |||||
generation of random numbers by uniform and exponential distributions | 63 | 18 | 4 | |||
generation of random numbers by poisson and normal distributions | 64 | |||||
problems on multiple and partial correlation | 65 | |||||
record work | 66 | |||||
record work | 67 | 19 | NOVEMBER | 4 | ||
SEM IV | ||||||
IDEAL DCW/ACAD/LP/SPS/STATS/SEM4/2023-24 | ||||||
Class / Section: BSC II,SEM IV | Syllabus | |||||
SUBJECT:STATISTICS | ||||||
PAPER: STATISTICAL INFERENCE | ||||||
TEACHER NAME:P.ANUSHA | ||||||
Unit / Chapter | Topic | Day | WEEK | MONTH | NO.of Days | Mode of Teaching |
UNIT I | Introduction to testing of hyp and its types | 1 | ||||
TESTING OF HYPOTHESIS | critical region,los,power test,types of errors | 2 | 1 | 2 | ||
examples of above topics | 3 | |||||
NP -Lemma proof | 4 | |||||
Binomial,poisson examples of NP-Lemma | 5 | |||||
exponential example of NP lemma | 6 | |||||
normal example of NP lemma | 7 | |||||
UNIT II | introduction to large sample tests,role of ND in large test | 8 | 2 | 6 | White Board and Marker Pen | |
LARGE SAMPLE TESTS | critical values of one &two tailed test , procedure for testing hyp | 9 | ||||
test for a single proportion with problems | 10 | |||||
test for two proportions and its problems | 11 | |||||
test for a single mean | 12 | JAN | ||||
problems on single mean | 13 | |||||
test for two means | 14 | 3 | 6 | |||
two means example problems | 15 | |||||
practical problems | 16 | |||||
test for a single variance | 17 | |||||
problems on variance | 18 | |||||
test for a single standard deviation | 19 | |||||
problems on SD | 20 | 4 | 6 | |||
practical problems | 21 | using ms excel | ||||
practical problems | 22 | using ms excel | ||||
practical problems | 23 | using ms excel | ||||
test for two standard deviations | 24 | |||||
Problems on SD | 25 | |||||
practical problems | 26 | 5 | FEB | 6 | ||
test for a single correlation coefficient | 27 | |||||
problems on correlation | 28 | |||||
Problems oncorre coef | 29 | |||||
test for two correlation coefficients | 30 | |||||
practical problems | 31 | 6 | 5 | |||
UNIT III | Introduction to small sample tests | 32 | ||||
SMALL SAMPLE TESTS | t-test for a single mean | 33 | ||||
t-test for equality of the population means | 34 | 6 | 5 | |||
problems on t test | 35 | |||||
paired t-test for difference of means | 36 | |||||
t-test for correlation coefficient | 37 | MAR | ||||
problems on correlation | 38 | White Board and Marker Pen | ||||
confidence intervals | 39 | |||||
practical problems | 40 | using ms excel | ||||
intro to chi square distribution | 41 | |||||
chi square test for goodness of fit | 42 | |||||
chi square test for independence of attributes | 43 | 8 | 5 | |||
chi square test for single variance | 44 | |||||
practical problems | 45 | |||||
problems on chi square test | 46 | |||||
F-test for equality of variances | 47 | |||||
practical problems | 48 | |||||
problems on F test | 49 | 9 | 4 | |||
UNIT IV | Def of np test, merits and demerits of np test | 50 | ||||
NON PARAMETRIC TESTS | parametric vs non parametric test | 51 | ||||
sign test for one sample | 52 | 10 | APR | 3 | ||
sign test for two samples | 53 | |||||
problems on sign test | 54 | |||||
practical problems | 55 | |||||
wald wolfowitz run test for one sample | 56 | White Board and Marker Pen | ||||
wald wolfowitz run test for twosample | 57 | 11 | 4 | |||
wilcoxon signed rank test | 58 | |||||
mann whitney U test | 59 | 12 | 2 | |||
practical problems | 60 | using ms excel | ||||
median test | 61 | |||||
problems on median test | 62 | MAY | ||||
SEM V | ||||||
IDEAL DCW/ACAD/LP/SPS/STA/SEM5/2023-24 | ||||||
Class / Section : BSCIII, SEM V | Syllabus | |||||
SUBJECT:STATISTICS | ||||||
PAPER: APPLIED STATISTICS - I | ||||||
TEACHER NAME: P.ANUSHA | ||||||
Unit / Chapter | Topic | Day | Week | No.of days | MONTH | MODE OF TEACHING |
over view of the syllabus | 1 | |||||
introduction to SQC and meaning of quality | 2 | |||||
importance of SQC and quality factors | 3 | 1 | 3 | White Board and Marker Pen | ||
uses of SQC and applications | 4 | |||||
types of variation chance and assignment causes | 5 | 2 | 2 | JULY | ||
UNIT IV | process and product control | 6 | ||||
control charts and 3sigma limits, importance | 7 | |||||
types of control charts and p-chart procedure | 8 | |||||
problems on construction of p-chart with fixed n | 9 | |||||
STATISTICAL QUALITY CONTROL | problems on construction of p-chart with varying n | 10 | ||||
construction of d-chart procedure and problems on fixed n | 11 | 3 | 6 | |||
d-chart for varying n | 12 | |||||
constuction of c-chart and 3sigma control limits | 13 | |||||
problems on c chart | 14 | |||||
construction of u chart and problems | 15 | |||||
control charts for variables mean , range,SD | 16 | 4 | 5 | |||
Problems on control charts for variables | 17 | |||||
problems on mean chart and s chart | 18 | |||||
introduction to sampling and basic terms | 19 | |||||
UNIT I & II | advantages of sampling over census survey | 20 | ||||
limitations of sampling and census method | 21 | 5 | 5 | |||
types of errors sampling and non sampling errors | 22 | |||||
SAMPLING SURVEYS | principles of sampling | 23 | ||||
princilpal steps in sample survey | 24 | |||||
types of sampling and their uses | 25 | |||||
SRS and its advantages and limitations | 26 | 6 | 5 | |||
sample mean is an unbiased estimator of population mean | 27 | |||||
sample variance is an unbiased estimator of population variance | 28 | 7 | 2 | AUGUST | ||
comparisions of SRSWOR and SRSWR sample variance | 29 | |||||
properties of SRSWR and SRSWOR | 30 | |||||
problems on SRSWOR and SRSWR | 31 | |||||
SRS for attributes and notations | 32 | |||||
theorems on SRSWOR and SRSWR | 33 | 8 | 5 | |||
introduction to stratified random sampling | 34 | |||||
advantages and notations of stratified sampling | 35 | |||||
unbiased estimation of mean and variance derivations | 36 | |||||
comparision of SRSWOR and StRS | 37 | |||||
proportional and optimum allocation of sample sizez for fixed n | 38 | 9 | 5 | |||
determination of sample size for fixed cost C | 39 | |||||
R - programming introduction and uses | 40 | USING R SOFTWARE | ||||
R-programming Basic arithmetic and logical operations | 41 | USING R SOFTWARE | ||||
theorems on stratified random sampling | 42 | |||||
comparision of SRS, StRS with proportional and optimum allocation | 43 | 10 | 5 | |||
problems on stratified random sampling | 44 | |||||
problems on stratified random sampling | 45 | |||||
Introduction and uses of systematic random sampling | 46 | |||||
notations and theorems on systematic random sampling | 47 | 11 | 4 | SEPTEMBER | White Board and Marker Pen | |
linear trend on SRS,StRS, SyRS | 48 | |||||
miscellineous properties of systematic random sampling | 49 | |||||
problems on systematic random sampling | 50 | 12 | 3 | |||
problems on systematic random sampling | 51 | |||||
introdution to TIME SERIES | 52 | |||||
UNIT III | components of time series | 53 | 13 | 3 | ||
measurement of trend -graphical and semi avg methods | 54 | |||||
TIME SERIES ANALYSIS | curve fitting - straight line and parabola | 55 | ||||
method of moving avg and problems on it | 56 | |||||
measurement of seasonal variations simple avg method | 57 | 16 | 4 | OCTOBER | ||
ratio to moving avg method SI | 58 | |||||
ratio to trend method computing SI | 59 | |||||
link relative method of computing SI | 60 | |||||
mathematical model of time series | 61 | 17 | 4 | |||
fitting of growth curves by 3 selected points | 62 | |||||
R-program diagrams | 63 | 18 | 2 | USING R SOFTWARE | ||
R-programm correlation and partial correlation | 64 | USING R SOFTWARE | ||||
R-program distributions | 65 | USING R SOFTWARE | ||||
R-programmig lab | 66 | USING R SOFTWARE | ||||
R-programming lab | 67 | 19 | 4 | NOVEMBER | USING R SOFTWARE | |
SEM VI | ||||||
IDEAL DCW/ACAD/LP/SPS/STATS/SEM6/2023-24 | ||||||
Class / Section: BSC III,SEM VI | Syllabus | |||||
SUBJECT:STATISTICS | ||||||
PAPER: APPLIED STATISTICS II | ||||||
TEACHER NAME:P.ANUSHA | ||||||
Unit / Chapter | Topic | Day | week | MONTH | NO.of Days | Mode of Teaching |
UNIT I | introduction to ANOVA | 1 | ||||
ANOVA | ANOVA with examples | 2 | 2 | |||
gauss markoff linear model | 3 | |||||
causes of variation and assumptions of anova | 4 | 1 | ||||
fixed effect and random effect model | 5 | |||||
classification of ANOVA I way | 6 | |||||
classification of ANOVA I way | 7 | |||||
problems on anova i way | 8 | 5 | White Board and Marker Pen | |||
problems on anova i way | 9 | 2 | ||||
problems on anova i way | 10 | |||||
problems on anova ii way | 11 | |||||
problems on anova ii way | 12 | |||||
problems on anova ii way | 13 | 5 | ||||
problems on anova i&ii way | 14 | |||||
r programs | 15 | 3 | using R software | |||
r programs | 16 | JAN | using R software | |||
r programs | 17 | using R software | ||||
UNIT II | introduction to DOE | 18 | ||||
DESIGNS OF EXPERIMENT | DOE def with example | 19 | ||||
importance of doe | 20 | 4 | ||||
experimental unit,yield,blocks,with examples | 21 | 5 | ||||
absolute and comparative experiment with examples | 22 | |||||
experimental error and applications of DOE | 23 | 2 | ||||
Principles of DOE | 24 | |||||
Replication,rondamisation,local control | 25 | 5 | ||||
types of DOE | 26 | |||||
CRD | 27 | 5 | ||||
Problems on CRD | 28 | |||||
Problems on CRD | 29 | |||||
Problems on CRD | 30 | 6 | ||||
RBD | 31 | White Board and Marker Pen | ||||
r practical programs | 32 | using R software | ||||
r practical programs | 33 | FEB | using R software | |||
Problems on RBD | 34 | |||||
Problems on RBD | 35 | |||||
Efficiency of RBD on | 36 | 7 | ||||
missing plot technique in RBD | 37 | 5 | ||||
LSD | 38 | |||||
Problems on LSD | 39 | |||||
Problems on LSD | 40 | |||||
efficiency of LSD over CRD | 41 | 8 | 4 | |||
efficiency of LSD over RBD | 42 | |||||
UNIT III | introduction to vital statistics | 43 | ||||
VITAL STATISTICS | uses and sources of vital statistics | 44 | 3 | |||
rates and ratios of vs | 45 | |||||
examples of vs | 46 | 9 | MAR | |||
measures of mortality | 47 | White Board and Marker Pen | ||||
CDR,SDR, with examples | 48 | 4 | ||||
age SDR,StDR with merits and Demerits | 49 | |||||
measures of fertility | 50 | 2 | ||||
CBR,SFR,AGE-SFR | 51 | 10 | ||||
r practical programs | 52 | using R software | ||||
r practical programs | 53 | using R software | ||||
GFR,TFR,GRR,NRR | 54 | |||||
Problems on above topics | 55 | |||||
life table constructions | 56 | 11 | ||||
UNIT IV | introduction to official statistics and business forcasting | 57 | ||||
INDEX NUMBERS | CSO | 58 | ||||
NSSO | 59 | |||||
Introduction to index numbers | 60 | APR | ||||
price and quantity I/N | 61 | 12 | White Board and Marker Pen | |||
criteria of good I/N | 62 | |||||
problems on I/N | 63 | |||||
Chain based I/N | 64 | |||||
CLI with problems | 65 | 13 | ||||
Problems on chain based I/N | 66 | |||||
problems on CLI | 67 | |||||
base shifting | 68 | |||||
splicimg | 69 | 14 | MAY |