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