S.No |
Topic |
Link to videos |
1 |
Relations
and Functions |
|
2 |
Matrices
and Determinants |
|
3 |
Continuity
and Differentiability |
|
4 |
Application
of Derivatives |
|
5 |
Integral
Calculus |
|
6 |
Application
of Integration and Differential Equation |
|
7 |
Vector
Algebra and Three Dimensional Geometry |
|
8 |
Linear
Programming and Probability |
MATHEMATICS SUPPORT MATERIAL - CLASS XII
Saturday, January 4, 2025
REVISION QUESTIONS - CLASS XII MATHEMATICS
Sunday, December 22, 2024
REVISION QUESTIONS FOR WINTER BREAK
CLASS XII : MATHEMATICS
10 Questions for each day of the Winter Break is compiled and presented
Answers to the questions are given in PDF and Video format
REVISION
PLAN FOR WINTER BREAK |
|
DAY |
TOPIC |
DAY 1 |
RELATIONS, FUNCTIONS, TRIGONOMETRIC
FUNCTIONS |
DAY 2 |
MATRICES AND DETERMINANTS |
DAY 3 |
CONTINUITY AND DIFFERENTATION |
DAY 4 |
APPLICATION OF DERIVATIVES |
DAY 5 |
INDEFINITE INTEGRAL |
DAY 6 |
DEFINITE INTEGRAL |
DAY 7 |
APPLICATION OF INTEGRATION,
DIFFERENTIAL EQUATION |
DAY 8 |
VECTORS AND THREE DIMENSION |
DAY 9 |
LPP AND PROBABILITY |
DAY 10 |
CASE STUDY QUESTIONS |
Link to Download the Questions for Revision for Winter Break:
https://drive.google.com/file/d/1mdKQ7TOalvqma3cXiYQtRBTI6ZnMQZQI/view?usp=sharing
Link to download the folder with Answer to Questions for Winter Break in PDF form:
https://drive.google.com/drive/folders/19E-8caF3DEs8CJLfDtH-sQ2oSACaGYAk?usp=sharing
LINK TO REVISION QUESTIONS ANSWERS FOR WINTER BREAK IN VIDEO
FORMAT |
||
DAY 1 |
RELATIONS,
FUNCTIONS, TRIGONOMETRIC FUNCTIONS |
|
DAY 2 |
MATRICES AND
DETERMINANTS |
|
DAY 3 |
CONTINUITY
AND DIFFERENTATION |
|
DAY 4 |
APPLICATION
OF DERIVATIVES |
|
DAY 5 |
INDEFINITE
INTEGRAL |
|
DAY 6 |
DEFINITE
INTEGRAL |
|
DAY 7 |
APPLICATION
OF INTEGRATION, DIFFERENTIAL EQUATION |
|
DAY 8 |
VECTORS AND
THREE DIMENSION |
|
DAY 9 |
LPP AND
PROBABILITY |
|
DAY 10 |
CASE STUDY
QUESTIONS |
Thursday, February 22, 2024
SAMPLE PAPERS : CLASS XII MATHEMATICS
SAMPLE PAPERS :
CLASS XII : MATHEMATICS
v Five sample papers
are presented at this blog
SAMPLE PAPER 1 |
TOPICS FROM I VOLUME OF NCERT TEXT BOOK |
SAMPLE PAPER 2 |
TOPICS FROM II VOLUME OF NCERT TEXT BOOK |
SAMPLE PAPER 3 |
FROM ALL TOPICS |
SAMPLE PAPER 4 |
I PRE-BOARD PAPER OF KVS RO CHENNAI |
SAMPLE PAPER 5 |
II PRE-BOARD PAPERS OF KVS RO CHENNAI |
v Answers to sample
papers are presented in PDF format
v Answers to sample
papers are presented with explanation of steps in video format
LINK TO DOWNLOAD FIVE SAMPLE PAPERS👉https://drive.google.com/drive/folders/1c_paWjkAlAMfXMTp0KlriS3pMW9jaKYs?usp=sharing
LINK TO YOUTUBE VIDEOS ON
ANSWERS TO SAMPLE PAPERS |
||
s.No |
Particulars |
Link |
1 |
SAMPLE PAPER 1 | https://youtu.be/i3Riylbsmnw |
2 |
SAMPLE PAPER 2 |
|
3 |
SAMPLE PAPER 3 | https://youtu.be/3z_-RrmEfKw |
4 |
SAMPLE PAPER 4 |
|
5 |
SAMPLE PAPER 5 |
Wednesday, December 21, 2022
MATH REVISION MADE METICULOUS - CLASS XII MATHEMATICS
MATH REVISION MADE METICULOUS
CLASS XII : MATHEMATICS
This blog contains revision materials in Class XII Mathematics (CBSE board)
For every chapter answers to 5 questions from sub topics are presented in PDF and Video format
The students can download the set of 280 questions and also the answers presented in PDF format (5 questions per sub topic) using the link given.
The answers in video format to 5 questions of sub-topics can be viewed using the YouTube link given against the subtopics.
CLICK TO OPEN THE FILE: 👉QUESTIONS FOR REVISION
Link to open the folder containing pdf files with sub-topic wise answers
CLICK TO OPEN THE FOLDER: 👉ANSWERS IN PDF FORM
Links to answers in Video Format
LINK TO VIDEOS
FOR ANSWERS |
|||
CHAPTER:
RELATIONS AND FUNCTIONS |
|||
S.No |
TOPIC |
LINK TO VIDEO |
QUESTIONS COVERED |
1 |
TYPES OF RELATIONS |
1 TO 5 |
|
2 |
TYPES OF FUNCTIONS |
6 TO 10 |
|
CHAPTER: INVERSE
TRIGONOMETRIC FUNCTIONS |
|||
S.No |
TOPIC |
LINK TO VIDEO |
QUESTIONS COVERED |
1 |
INTRODUCTION TO
INVERSE TRIGONOMETRIC FUNCTIONS |
11 TO 15 |
|
CHAPTER: MATRICES |
|||
S.No |
TOPIC |
LINK TO VIDEO |
QUESTIONS COVERED |
1 |
OPERATION ON
MATRICES |
16 TO 20 |
|
CHAPTER: DETERMINANTS |
|||
S.No |
TOPIC |
LINK TO VIDEO |
QUESTIONS COVERED |
1 |
DETERMINANTS,
ADJOINT & INVERSE OF A MATRIX |
21 TO 25 |
|
2 |
APPLICATION OF
MATRICES |
26 TO 30 |
|
CHAPTER: CONTINUITY
AND DIFFERENTIABILITY |
|||
S.No |
TOPIC |
LINK TO VIDEO |
QUESTIONS COVERED |
1 |
CONTINUITY OF A
FUNCTION |
31 TO 35 |
|
2 |
DERIVATIVE OF A
FUNCTION |
36 TO 40 |
|
3 |
DIFFERENTIATION
USING CHAIN RULE |
41 TO 45 |
|
4 |
DERIVATIVE OF
IMPLICIT FUNCTIONS |
46 TO 50 |
|
5 |
LOGARITHMIC
DIFFERENTIATION |
51 TO 55 |
|
6 |
DERIVATIVE OF
INVERSE TRIGONOMETRIC FUNCTIONS |
56 TO 60 |
|
7 |
DIFFERENTATION OF
FUNCTIONS IN PARAMETRIC FORM |
61 TO 65 |
|
8 |
SECOND ORDER
DERIVATIVES |
66 TO 70 |
|
CHAPTER: APPLICATION
OF DERIVATIVES |
|||
S.No |
TOPIC |
LINK TO VIDEO |
QUESTIONS COVERED |
1 |
DERIVATIVE AS A
RATE MEASURE |
71 TO 75 |
|
2 |
INCREASING AND
DECREASING FUNCTION |
76 TO 80 |
|
3 |
LOCAL MAXIMA AND
LOCAL MINIMA |
81 TO 85 |
|
4 |
ABSOLUTE MAXIMA AND
MINIMA |
86 TO 90 |
|
5 |
PRACTICAL PROBLEMS
ON MAXIMA AND MINIMA |
91 TO 95 |
|
CHAPTER: INTEGRALS |
|||
S.No |
TOPIC |
LINK TO VIDEO |
QUESTIONS COVERED |
1 |
INDEFINITE
INTEGRALS (1) |
96 TO 100 |
|
2 |
INDEFINITE
INTEGRALS (2) |
101 TO 105 |
|
3 |
INTEGRATION BY
SUBSTITUTION |
106 TO 110 |
|
4 |
INTEGRATION USNG
TRIGONOMETRIC INDENTITIES |
111 TO 115 |
|
5 |
INTEGRATION OF
PARTCULAR FUNCTIONS (1) |
116 TO 120 |
|
6 |
INTEGRATION OF PARTICULAR FUNCTION (2) |
121 TO 125 |
|
7 |
INTEGRATION OF PARTICULAR FUNCTION (3) |
126 TO 130 |
|
8 |
INTEGRATION OF PARTICULAR FUNCTION (4) |
131 to 135 |
|
9 |
INTEGRATION OF PARTICULAR FUNCTION (5) |
136 to 140 |
|
10 |
INTEGRATION BY PARTIAL FRACTIONS |
141 TO 145 |
|
11 |
INTEGRATION BY PARTS (1) |
146 TO 150 |
|
12 |
INTEGRATION BY PARTS (2) |
151 TO 155 |
|
13 |
INTEGRATION BY PARTS (3) |
156 to 160 |
|
14 |
INTEGRATION BY PARTS (4) |
161 to 165 |
|
15 |
INTEGRATION BY PARTS (5) |
166 to 170 |
|
16 |
INTEGRATION BY PARTS (6) |
171 TO 175 |
|
17 |
DEFINITE INTEGRALS |
176 TO 180 |
|
18 |
EVALUATING DEFINITE INTEGRALS USING SUBSTITUTION |
181 TO 185 |
|
19 |
EVALUATING DEFINITE INTEGRALS USING PROPERTIES (1) |
186 TO 190 |
|
20 |
EVALUATING DEFINITE INTEGRALS USING PROPERTIES (2) |
191 TO 195 |
|
21 |
EVALUATING DEFINITE INTEGRALS USING PROPERTIES (3) |
196 TO 200 |
|
CHAPTER: APPLICTION
OF INTEGRALS |
|||
S.No |
TOPIC |
LINK TO VIDEO |
QUESTIONS COVERED |
1 |
AREA BOUNED BY SIMPLE CURVES |
201 TO 205 |
|
2 |
AREA BETWEEN TWO CURVES |
206 TO 210 |
|
CHAPTER: DIFFERENTIAL
EQUATIONS |
|||
S.No |
TOPIC |
LINK TO VIDEO |
QUESTIONS COVERED |
1 |
SOLVING DIFFERENTIAL EQUATIONS USING VARIABLE SEPARABLE METHOD |
211 TO 215 |
|
2 |
HOMOGENOUS DIFFERENTIAL EQUATIONS |
216 TO 220 |
|
3 |
LINEAR DIFFERENTIAL EQUATION |
221 to 225 |
|
CHAPTER: VECTOR
ALGEBRA |
|||
1 |
ALGEBRA OF VECTORS |
226 to 230 |
|
2 |
SCALAR PRODUCT OF VECTORS |
231 TO 235 |
|
3 |
VECTOR PRODUCT OF VECTORS |
236 TO 240 |
|
CHAPTER: THREE-DIMENSIONAL
GEOMETRY |
|||
1 |
EQUATION OF A LINE IN SPACE (1) |
241 TO 245 |
|
2 |
EQUATION OF A LINE IN SPACE (2) |
246 TO 250 |
|
CHAPTER: LINEAR
PROGRAMMING |
|||
1 |
LINEAR PROGRAMMING PROBLEM |
251 TO 255 |
|
CHAPTER: PROBABILITY |
|||
1 |
CONDITIONAL PROBABILITY |
255 TO 260 |
|
2 |
MULTIPLICATION THEOREM OF PROBAILITY |
261 TO 265 |
|
3 |
TOTAL PROBABILITY |
266 TO 270 |
|
4 |
BAYE’S THEOEM |
271 TO 275 |
|
5 |
PROBABILITY DISTRIBUTION |
276 TO 280 |