Maths

S.No.Name of UnitTOPICVideo LinksNCERT TEXT BOOKShort Notes/ Document pdfNCERT SOLUTIONSNCERT EXEMPLAR TEXT BOOKNCERT EXEMPLAR SOLUTIONSWORKSHEETS & ONLINE TESTMCQ QUIZ QUESTIONS
1NUMBER SYSTEMNUMBER SYSTEM1.       RATIONAL AND IRRATIONAL NUMBERSFULL BOOK IXNUMBER SYSTEMNUMBER SYSTEMNUMBER SYSTEMNUMBER SYSTEMNUMBER SYSTEMNUMBER SYSTEM
   2.       REPRESENTATION OF SQUAREROOT 2MATHEMATICS
   3.       REPRESENTATION OF IRRATIONAL NUMBER ON NUMBER LINE
   4.       ADDITION AND SUBTRACTION OF IRRATIONAL NUMBER
   5.       MULTIPLICATION OF IRRATIONAL NUMBERNUMBER SYSTEM
   6.       RATIONALIZATION 
2POLYNOMIALSPOLYNOMIALS1.       INTRODUCTION TO POLYNOMIALSPOLYNOMIALSPOLYNOMIALSPOLYNOMIALSPOLYNOMIALSPOLYNOMIALSPOLYNOMIALSPOLYNOMIALS
   2.       COEFFICIENTS,DEGREE AND ZERO OF A POLYNOMIAL 
   3.       REMAINDER THEOREM 
   4.       FACTOR THEOREM 
   5.       FACTORISATION OF CUBIC POLYNOMIAL 
   6.       IDENTITIES (a+b)2, (a-b)2,(x+a)(x+b),a2-b2 
   7.       IDENTITY (a+b+c)2 
   8.       IDENTITY (a+b)3 
   9.       IDENTITY (a-b)3 
   10.   IDENTITY a3-b3 
   11.   IDENTITY a3+b3 
   12.   IDENTITY a3 + b3 + c3 -3abc and its applications 
3COORDINATE GEOMETRYCOORDINATE GEOMETRY1.       COORDINATE PLANE AND PLOTTING POINTSCOORDINATE GEOMETRYCOORDINATE GEOMETRYCOORDINATE GEOMETRYCOORDINATE GEOMETRYCOORDINATE GEOMETRYCOORDINATE GEOMETRYCOORDINATE GEOMETRY
   2.       POINTS ON THE COORDINATE PLANE 
   3.       COORDINATE PLANE SONG 
4LINEAR EQUATIONS IN TWO VARIABLESLINEAR EQUATIONS IN TWO VARIABLES1.       GRAPH OF A LINEAR EQUATIONLINEAR EQUATIONS IN TWO VARIABLESLINEAR EQUATIONS IN TWO VARIABLESLINEAR EQUATIONS IN TWO VARIABLESLINEAR EQUATIONS IN TWO VARIABLESLINEAR EQUATIONS IN TWO VARIABLESLINEAR EQUATIONS IN TWO VARIABLESLINEAR EQUATIONS IN TWO VARIABLES
   2.       GRAPHING LINEAR EQUATION #1 
   3.       GRAPHING LINEAR EQUATION #2 
5INTRODUCTION TO EUCLIDS GEOMETRYINTRODUCTION TO EUCLIDS GEOMETRY1.       INTRODUCTION & EUCLIDS AXIOMINTRODUCTION TO EUCLIDS GEOMETRYINTRODUCTION TO EUCLIDS GEOMETRYINTRODUCTION TO EUCLIDS GEOMETRYINTRODUCTION TO EUCLIDS GEOMETRYINTRODUCTION TO EUCLIDS GEOMETRYINTRODUCTION TO EUCLIDS GEOMETRYINTRODUCTION TO EUCLIDS GEOMETRY
   2.       EUCLIDS POSTULATES 
6LINES AND ANGLESLINES AND ANGLES1.       INTRODUCTION TO LINESLINES AND ANGLESLINES AND ANGLESLINES AND ANGLESLINES AND ANGLESLINES AND ANGLESLINES AND ANGLESLINES AND ANGLES
   2.       PAIR OF ANGLES
   3.       THEOREM :VERTICALLY OPPOSITE ANGLES ARE EQUAL
   4.       ANGLES FORMED BY PARALLEL LINES WHEN INTERSECTED BY A TRANSVERSAL
   5.       ANGLE SUM PROPERTY OF A TRIANGLE THEOREM
   6.       ACTIVITY TO PROVE ANGLE SUM PROPERTY OF A TRIANGLE
   7.       EXTERIOR ANGLE OF A TRIANGLE
   8.       ACTIVITY TO SHOW EXTERIOR ANGLE PROPERTY OF TRIANGLE
7TRIANGLESTRIANGLES1.     TRIANGLESTRIANGLESTRIANGLESTRIANGLESTRIANGLESTRIANGLESTRIANGLESTRIANGLES
   2.     THEOREMS ON  TRIANGLE
   3.     SOLVED PROBLEMS IN TRIANGLES
8QUADRILATERALSQUADRILATERALS1.       QUADRILATERALSQUADRILATERALSQUADRILATERALSQUADRILATERALSQUADRILATERALSQUADRILATERALSQUADRILATERALSQUADRILATERALS
   2.       SPECIAL TYPE OF PARALLELOGRAM
   3.       THEOREM:DIAGONAL OF A PARALLELOGRAM DIVIDES IT INTO CONGRUENT  TRIANGLES
   4. CONDITION FOR A QUADRILATERAL TO BE APARALLELOGRAM
   5.. ACTIVITY ON MIDPOINT THEOREM
9AREAS OF PARALLELOGRAMS AND TRIANGLESAREAS OF PARALLELOGRAMS AND TRIANGLES1.       AREAS OF PARALLELOGRAMS AND TRIANGLESAREAS OF PARALLELOGRAMS AND TRIANGLESAREAS OF PARALLELOGRAMS AND TRIANGLESAREAS OF PARALLELOGRAMS AND TRIANGLESAREAS OF PARALLELOGRAMS AND TRIANGLESAREAS OF PARALLELOGRAMS AND TRIANGLESAREAS OF PARALLELOGRAMS AND TRIANGLESAREAS OF PARALLELOGRAMS AND TRIANGLES
   2.       PARALLELOGRAMS AND TRIANGLES LYING ON SAME BASE AND BETWEEN SAME PARALLELS
   3.       THEOREM:PARALLELOGRAMS LYING ON THE SAME THE BASE AND BETWEEN SAME PARALLELS ARE EQUAL IN AREA
   4.       IF A TRIANGLE AND A PARALLELOGRAMS ARE LYING ON THE SAME THE BASE AND BETWEEN SAME PARALLELS THEN THE AREA OF TRIANGLE IS  HALF THE AREA OF PARALLELOGRAM
10CIRCLESCIRCLES1.       Introduction of CirclesCIRCLESCIRCLESCIRCLESCIRCLESCIRCLESCIRCLESCIRCLES
   2.       Theorems on Circles 
   3.       Theorem 10.8 
   4.       Cyclic quadrilateral 
11CONSTRUCTIONSCONSTRUCTIONS1.       Construction of anglesCONSTRUCTIONSCONSTRUCTIONSCONSTRUCTIONSCONSTRUCTIONSCONSTRUCTIONSCONSTRUCTIONSCONSTRUCTIONS
   2.       Construction Introduction 
   3.       Construction of triangle 
   4.       Construction of triangle when perimeter and base angles are given 
12HERON’S FORMULAHERON’S FORMULA1.       Herons formula derivationHERON’S FORMULAHERON’S FORMULAHERON’S FORMULAHERON’S FORMULAHERON’S FORMULAHERON’S FORMULAHERON’S FORMULA
   2.       Examples of Heron’s formula 
13SURFACE AREAS &VOLUMESSURFACE AREAS &VOLUMES1.       THREE-D SHAPESSURFACE AREAS &VOLUMESSURFACE AREAS &VOLUMESSURFACE AREAS &VOLUMESSURFACE AREAS &VOLUMESSURFACE AREAS &VOLUMESSURFACE AREAS &VOLUMESSURFACE AREAS &VOLUMES
   2.       TSA OF CUBE AND CUBOID 
   3.       TSA OF CYLINDER 
   4.       TSA OF CONE 
   5.       TSA OF SPHERE 
   6.       VOLUME OF CUBE AND CUBOID 
   7.       VOLUME OF CYLINDER 
   8.       VOLUME OF CONE 
   9.       VOLUME OF SPHERE 
   10.   EXAMPLE ON CUBE AND CUBOID 
14STATISTICSSTATISTICS1.       INTRODUCTION OF STATISTICSSTATISTICSSTATISTICSSTATISTICSSTATISTICSSTATISTICSSTATISTICSSTATISTICS
   2.       PRIMARY AND SECONDARY DATA 
   3.       GROUPED AND UNGROUPED FREQUENCY DISTRIBUTION TABLE 
   4.       NUMERICAL FREQUENCY DISTRIBUTION EXAMPLE 
   5.       GRAPHICAL REPRESENTATION OF DATA 
   6.       MEASURES OF CENTRAL TENDENCY 
15PROBABILITYPROBABILITY1.       INTRODUCTION TO PROBABILITYPROBABILITYPROBABILITYPROBABILITYPROBABILITYPROBABILITYPROBABILITYPROBABILITY
   2.       EXPERIMENTAL PROBABILITY