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.

Link to open the pdf file with questions from 1 to 280 for revision

 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	https://youtu.be/moOL0kXenrI	1 TO 5
2	TYPES OF FUNCTIONS	https://youtu.be/GhhH2UdTW-4	6 TO 10
CHAPTER: INVERSE TRIGONOMETRIC FUNCTIONS
S.No	TOPIC	LINK TO VIDEO	QUESTIONS COVERED
1	INTRODUCTION TO INVERSE TRIGONOMETRIC FUNCTIONS	https://youtu.be/Cm_4BKW7wwk	11 TO 15
CHAPTER: MATRICES
S.No	TOPIC	LINK TO VIDEO	QUESTIONS COVERED
1	OPERATION ON MATRICES	https://youtu.be/FLoKNeuAv24	16 TO 20
CHAPTER: DETERMINANTS
S.No	TOPIC	LINK TO VIDEO	QUESTIONS COVERED
1	DETERMINANTS, ADJOINT & INVERSE OF A MATRIX	https://youtu.be/FLMnSjrBlyM	21 TO 25
2	APPLICATION OF MATRICES	https://youtu.be/qtinR1SsAvY	26 TO 30
CHAPTER: CONTINUITY AND DIFFERENTIABILITY
S.No	TOPIC	LINK TO VIDEO	QUESTIONS COVERED
1	CONTINUITY OF A FUNCTION	https://youtu.be/ZvrVT-TM8_o	31 TO 35
2	DERIVATIVE OF A FUNCTION	https://youtu.be/cUGqjm7_FUg	36 TO 40
3	DIFFERENTIATION USING CHAIN RULE	https://youtu.be/_2Xid2tx5O4	41 TO 45
4	DERIVATIVE OF IMPLICIT FUNCTIONS	https://youtu.be/rOdFgbNhX8I	46 TO 50
5	LOGARITHMIC DIFFERENTIATION	https://youtu.be/6Y9fwOgfCgU	51 TO 55
6	DERIVATIVE OF INVERSE TRIGONOMETRIC FUNCTIONS	https://youtu.be/LnxnKD1X8PI	56 TO 60
7	DIFFERENTATION OF FUNCTIONS IN PARAMETRIC FORM	https://youtu.be/7LRQIs_oZn0	61 TO 65
8	SECOND ORDER DERIVATIVES	https://youtu.be/dK2prxnkCFE	66 TO 70
CHAPTER: APPLICATION OF DERIVATIVES
S.No	TOPIC	LINK TO VIDEO	QUESTIONS COVERED
1	DERIVATIVE AS A RATE MEASURE	https://youtu.be/rA093A9zkC0	71 TO 75
2	INCREASING AND DECREASING FUNCTION	https://youtu.be/okfbn_Bc-vY	76 TO 80
3	LOCAL MAXIMA AND LOCAL MINIMA	https://youtu.be/hlfxaVhXtzY	81 TO 85
4	ABSOLUTE MAXIMA AND MINIMA	https://youtu.be/9NeLKgG3rzI	86 TO 90
5	PRACTICAL PROBLEMS ON MAXIMA AND MINIMA	https://youtu.be/30kWC1-ETEY	91 TO 95
CHAPTER: INTEGRALS
S.No	TOPIC	LINK TO VIDEO	QUESTIONS COVERED
1	INDEFINITE INTEGRALS (1)	https://youtu.be/NOCTMuRmh0o	96 TO 100
2	INDEFINITE INTEGRALS (2)	https://youtu.be/wNuDht-s1FA	101 TO 105
3	INTEGRATION BY SUBSTITUTION	https://youtu.be/asmExTwH1Oc	106 TO 110
4	INTEGRATION USNG TRIGONOMETRIC INDENTITIES	https://youtu.be/WfnnSyGezHs	111 TO 115
5	INTEGRATION OF PARTCULAR FUNCTIONS (1)	https://youtu.be/spuY9TMUWwU	116 TO 120
6	INTEGRATION OF PARTICULAR FUNCTION (2)	https://youtu.be/3E9dDZaNxDs	121 TO 125
7	INTEGRATION OF PARTICULAR FUNCTION (3)	https://youtu.be/WbgQtcPsfkE	126 TO 130
8	INTEGRATION OF PARTICULAR FUNCTION (4)	https://youtu.be/TDZ3n0O95CA	131 to 135
9	INTEGRATION OF PARTICULAR FUNCTION (5)	https://youtu.be/B3QVEzgXwBw	136 to 140
10	INTEGRATION BY PARTIAL FRACTIONS	https://youtu.be/TQcgWt_Wb9Q	141 TO 145
11	INTEGRATION BY PARTS (1)	https://youtu.be/BE0c46UDHm0	146 TO 150
12	INTEGRATION BY PARTS (2)	https://youtu.be/_iuWC6dSjrQ	151 TO 155
13	INTEGRATION BY PARTS (3)	https://youtu.be/oJruVBQRb3U	156 to 160
14	INTEGRATION BY PARTS (4)	https://youtu.be/09XSQPG2IvM	161 to 165
15	INTEGRATION BY PARTS (5)	https://youtu.be/TTduk4h8Hic	166 to 170
16	INTEGRATION BY PARTS (6)	https://youtu.be/x_g2J9d7Kkc	171 TO 175
17	DEFINITE INTEGRALS	https://youtu.be/5AGafQzKUJo	176 TO 180
18	EVALUATING DEFINITE INTEGRALS USING SUBSTITUTION	https://youtu.be/wigmKtU3iFI	181 TO 185
19	EVALUATING DEFINITE INTEGRALS USING PROPERTIES (1)	https://youtu.be/rjCCLmzgz2w	186 TO 190
20	EVALUATING DEFINITE INTEGRALS USING PROPERTIES (2)	https://youtu.be/U1yXGrgvCAM	191 TO 195
21	EVALUATING DEFINITE INTEGRALS USING PROPERTIES (3)	https://youtu.be/0H3JMmvOya8	196 TO 200
CHAPTER: APPLICTION OF INTEGRALS
S.No	TOPIC	LINK TO VIDEO	QUESTIONS COVERED
1	AREA BOUNED BY SIMPLE CURVES	https://youtu.be/svRc4HLtVMU	201 TO 205
2	AREA BETWEEN TWO CURVES	https://youtu.be/NSTuKKXGxEk	206 TO 210
CHAPTER: DIFFERENTIAL EQUATIONS
S.No	TOPIC	LINK TO VIDEO	QUESTIONS COVERED
1	SOLVING DIFFERENTIAL EQUATIONS USING VARIABLE SEPARABLE METHOD	https://youtu.be/TiABhX-mXc8	211 TO 215
2	HOMOGENOUS DIFFERENTIAL EQUATIONS	https://youtu.be/mCM-3EqxOLw	216 TO 220
3	LINEAR DIFFERENTIAL EQUATION	https://youtu.be/akHkCec49ME	221 to 225
CHAPTER: VECTOR ALGEBRA
1	ALGEBRA OF VECTORS	https://youtu.be/1nJINYv2Itc	226 to 230
2	SCALAR PRODUCT OF VECTORS	https://youtu.be/uYGhlvVR-SY	231 TO 235
3	VECTOR PRODUCT OF VECTORS	https://youtu.be/gv9KKj6MLPc	236 TO 240
CHAPTER: THREE-DIMENSIONAL GEOMETRY
1	EQUATION OF A LINE IN SPACE (1)	https://youtu.be/XVPvEbwqxTA	241 TO 245
2	EQUATION OF A LINE IN SPACE (2)	https://youtu.be/bOLQZD4sg0g	246 TO 250
CHAPTER: LINEAR PROGRAMMING
1	LINEAR PROGRAMMING PROBLEM	https://youtu.be/Kna2MqrJgl0	251 TO 255
CHAPTER: PROBABILITY
1	CONDITIONAL PROBABILITY	https://youtu.be/KfRokj4vycs	255 TO 260
2	MULTIPLICATION THEOREM OF PROBAILITY	https://youtu.be/ASZK9msRg-Y	261 TO 265
3	TOTAL PROBABILITY	https://youtu.be/yBtvs31JzXA	266 TO 270
4	BAYE’S THEOEM	https://youtu.be/LSHOKFlCgGY	271 TO 275
5	PROBABILITY DISTRIBUTION	https://youtu.be/cm4-j4pOEmw	276 TO 280