1

Introduction

2

Geometrical Meaning of the Zeros of a Polynomial

3

Types of Polynomials; Exercise 2.1

4

Relationship between Zeros and Coefficients of a Polynomial

5

Exercise 2.2

6

Division Algorithm for Polynomial Part 1; Exercise 2.2

7

Division Algorithm for Polynomial Part 2; Examples

8

Exercise 2.3 – Part 1

9

Exercise 2.3 – Part 2

10

Exercise 2.3 – Part 3

1

Introduction

2

Examples; Exercise 3.1 – Part 1

3

Exercise 3.1 – Part 2; Graphical Method of Solution of a Pair of Linear Equation

4

Exercise 3.2 – Part 1

5

Exercise.3.2; Algebraic Methods of Solving a Pair of Linear Equations

6

Algebraic Methods of Solving a Pair of Linear Equations Continued…

7

Exercise.3.3 – Part 1

8

Exercise.3.3 – Part 2

9

Exercise.3.4 – Part 1

10

Exercise.3.4 – Part 2

11

Elimination Method and Exercise 3.4 – Part 3

12

Cross Multiplication Method

13

Exercise 3.5 – Part 1

14

Exercise 3.5 – Part 2

15

Exercise 3.5 – Part 3 and Exercise 3.6 – Part 1

16

Exercise 3.6 – Part 2

17

Exercise 3.6 – Part 3

1

Introduction

2

Exercise 4.1 – Part 1

3

Exercise 4.1 – Part 2; Solution of a Quadratic Equation

4

Method of Factorization (Exercise 4.2 – Part 1)

5

Exercise 4.2 – Part 2

6

Exercise 4.3 – Part 1

7

Exercise 4.3 (4,5,6)

8

Exercise 4.3 (7,8,9)

9

Exercise 4.3 (10,11)

10

Exercise 4.4 – Part 1 (Nature of Roots)

11

Method of Factorization

12

Exercise 4.3 (Q 2,3)

1

Introduction

2

Exercise 5.1 – Part 1

3

Exercise 5.1 – Part 2

4

Exercise 5.1 – Part 3

5

Exercise 5.2 – Part 1

6

Exercise 5.2 – Part 2

7

Exercise 5.2 – Part 3

8

Exercise 5.2 – Part 4

9

Exercise 5.2 – Part 5

10

Exercise 5.3 – Part 1

11

Exercise 5.3 – Part 2

12

Exercise 5.3 – Part 3

13

Exercise 5.3 – Part 4

14

Exercise 5.3 – Part 5

15

Exercise 5.3 – Part 6

16

Exercise 5.3 – Part 7

17

Exercise 5.3 – Part 8

1

Introduction; Exercise 6.1

2

Basic Proportionality Theorem and its Converse

3

Exercise 6.2 (1,2)

4

Exercise 6.2 (3,4,5,6)

5

Exercise 6.2 (8,9); Exercise 6.3 (1)

6

Exercise 6.3 (1,2,3,5)

7

Exercise 6.3 (7,9)

8

Exercise 6.3 (14,15,16)

9

Area of Similar Triangles; Exercise 6.4 (2,3)

10

Exercise 6.4 (4,5)

11

Exercise 6.4 (7,8,9)

12

Pythagoras Theorem; Exercise 6.5 (1,6,7)

13

Exercise 6.5 (8,10,11)

14

Exercise 6.5 (12,13,14,15,16)

15

Exercise 6.5 (16)

1

Exercise 6.4 (1,6)

2

Pythagoras Theorem; Exercise 6.5 (2,3,4,5)

1

Introduction

2

Section Formula; Examples

3

Examples for Section Formula

4

Exercise 7.1 (1,2,3)

5

Exercise 7.1 (4,6)

6

Exercise 7.1 (6,7)

7

Exercise7.1 (8,9,10)

8

Exercise 7.2 (1,2,4)

9

Exercise 7.2 (5,6,7)

10

Exercise 7.2 (8,9,10)

11

Area of a Triangle

12

Example for Section Formula;Exercise 7.3 (1,2)

13

Exercise 7.3 (3,4,5)

1

Introduction

2

Exercise 8.1 (1,2,3,4,5)

3

Exercise 8.1 (6,7,8,9,10,11)

4

Trigonometric Ratios of Some Specific Angles

5

Trigonometric Ratios of Some Specific Angles (Continued…)

6

Trigonometric Ratios of Complementary Angles

7

Exercise 8.4 (1 to 4)

8

Exercise 8.4 (5); Track to Remember the Trigonometric Ratios

1

Introduction

2

Exercise 9.1 (2,3,4,5)

3

Exercise 9.1 (6,7,8)

4

Exercise 9.1 (9,10,11)

5

Exercise 9.1 (12,13,14)

6

Exercise 9.1 (15,16)

1

Introduction

2

Exercise 10.2 (1,2,3,4)

3

Exercise 10.2 (5,6,7,8)

4

Exercise 10.2 (10,12,13)

1

Introduction; Exercise 12.1 (1,2)

2

Exercise 12.1 (3,4,5)

3

Sector and Segment of a Circle

4

Exercise 12.2 (1,2,3)

5

Exercise 12.2 (4)

6

Exercise 12.2 (5,6)

7

Exercise 12.2 (7,8)

8

Exercise 12.2 (9,10)

9

Exercise 12.2 (11,12,13,14)

10

Area of Combination of Plane Figures; Example 4

11

Exercise 12.3 (1,2,3)

12

Exercise 12.3 (4,5,7)

13

Exercise 12.3 (8)

14

Exercise 12.3 (9,10)

15

Exercise 12.3 (11,12,13)

16

Exercise 12.3 (14,15,16)

1

Introduction

2

Example 3

3

Example 4; Exercise 13.1 (1,2)

4

Exercise 13.1 (3,4,5)

5

Exercise 13.1 (6,7)

6

Exercise 13.1 (8,9)

7

Volume of Combination of Solids ; Exercise 13.2 (1)

8

Exercise 13.2 (2,3)

9

Exercise 13.2 (4,5)

10

Exercise 13.2 (6,7)

11

Exercise 13.2 (8)

12

Conversion of Solids (Example 1 )

13

Exercise 13.3 (1,2,3)

14

Exercise 13.3 (4,5)

15

Exercise 13.3 (6,7)

16

Exercise 13.3 (8,9)

17

Exercise 13,4 (1,2)

18

Exercise 13,4 (3,5)

1

Introduction

2

Example to Find Mean

3

Example 2; Exercise 14.1 (1)

4

Exercise 14.1 (2,3,4)

5

Exercise 14.1 (5,6)

6

Exercise 14.1 (7,8)

7

Exercise 14.1 (9) ; Mode of Grouped Data

8

Exercise 14.2 (2,3,4,5)

9

Exercise 14.2 (6); Mean of Grouped Data ;Exercise 14.3(1)

10

Exercise 14.3 (2,3,4,5)

11

Exercise 14.3 (6,7);Graphical Representation of Cumulative Frequency distribution

12

Exercise 14.4 (1,2,3)

1

Introduction

2

Example 2,3,4

3

Example 5,6,8,9

4

Exercise 15.1 (1,2)

5

Exercise 15.1 (3,4,5,6,7,8)

6

Exercise 15.1 (9,10,11,12,13)

7

Exercise 15.1 (14,15,17)

8

Exercise 15.1 (18,19,20,21)

9

Exercise 15.1 (22,24,25)

1

Introduction

2

Exercise 1.1(2,3,4)

3

Exercise 1.1(5); Fundamental Theorem of Arithmetic

4

Exercise 1.2

5

Irrational Numbers – Theorem 1.3

6

Exercise 1.3

7

Revisiting Rational Numbers and their Decimal Expansion

8

Theorem 1.7; Exercise 1.4