1

Introduction

2

Classification of Polynomial

3

Zeros of a Polynomial – Part 1

4

Zeros of a Polynomial – Part 2

5

Remainder Theorem – Part 1

6

Remainder Theorem – Part 2; Exercise 2.3

7

Factorization of Polynomials – Part 1

8

Factorization of Polynomials – Part 2; Exercise 2.4

9

Exercise 2.4

10

Exercise 2.4 Continued…

1

Algebraic Identities

2

Examples 16 to 20

3

Examples 21 to 23

4

Examples 24, 25; Exercise 2.5(1,2)

5

Exercise 2.5 (3-5)

6

Exercise 2.5 (6-8)

7

Exercise 2.5 (9-14)

8

Exercise 2.5 (15- 16)

1

Introduction

2

Exercise 4.1;Solution for Linear Equation; Examples (3,4)

3

Exercise 4.2

4

Graph of a Linear Equation in 2 Variable;Examples(5,6)

5

Examples(7,8);Exercise 4.3(1)

6

Exercise 4.3 (2-5)

7

Exercise 4.3 (6-8)

8

Equations of Lines Parallel to the x and y axis; Exercise 4.4

1

Introduction

2

Euclid’s Axioms and Postulates; Theorem 5.1

3

Exercise 5.1 (1-4)

1

Exercise 5.1 (5 to 7); Equivalents of Euclid’s 5th Postulate; Exercise 5.2 (1,2)

1

Introduction

2

Adjacent Angles; Vertically Opposite Angles

3

Theorem 6.1; Examples 1,2 & 3

4

Exercise 6.1 (1 to 6)

5

Parallel and Transversal Lines; Axiom 6.3 and Theorem 6.2

6

Theorem 6.3 to 6.6

7

Example 4,5 & 6

8

Exercise 6.2 (1 to 6)

9

Theorem 6.7, 6.8; Example 7 & 8

10

Exercise 6.3 (1 to 6)

1

Introduction

2

Exercise 3.1

3

Exercise 3.2 and 3.3

1

Introduction

2

Criteria for Congruence of Triangles

3

ASA Congruence Rule

4

Theorem 7.2, 7.3, 7.4, 7.5, Example 1

5

Example 2,3,4,5,6

6

Exercise 7.1 (1,2,3,4,5)

7

Exercise 7.1 (6,7,8)

8

Exercise 7.2 (1,2,3,4,5,6,7,8)

9

Examples 7, 8

10

Exercise 7.3

11

Inequalities in a Triangle; Theorem 7.6, 7.7 and 7.8

12

Example 9; Exercise 7.4 (1,2)

13

Exercise 7.4 (3,4,5,6)

1

Introduction

2

Properties of Parallelogram; Theorem 8.2, 8.3, 8.4, 8.5

3

Theorem 8.6, 8.7, 8.8, Example 1

4

Example 2,3,4,5,6

5

Exercise 8.1 (1 to 4)

6

Exercise 8.1 (5 to 7)

7

Exercise 8.1 (8,9,10)

8

Exercise 8.1 (11,12)

9

Mid Point Theorem and Converse of the Mid Point Theorem

10

Exercise 8.2 (1,2,3)

11

Exercise 8.2 (4,5,6,7)

1

Introduction

2

Exercise 9.1; Theorem 9.1

3

Example 1,2; Exercise 9.2 (1)

4

Exercise 9.2 (2,3,4)

5

Exercise 9.2 (5,6); Theorem 9.2

6

Formula for Area of a Triangle; Example(3,4); Exercise 9.3(1,2,3)

7

Exercise 9.3 (4,5)

8

Exercise 9.3 (6,7,8)

9

Exercise 9.3 (9,10,11,12)

10

Exercise 9.3 (13,14,15,16)

1

Introduction

2

Exercise 10.1, Theorem 10.1

3

Theorem 10.2; Perpendicular Bisector; Theorem (10.3,10.4); Exercise 10.2(1,2)

4

Circle Through Three Point; Theorem 10.5;Example 1; Exercise 10.3 (1,2,3)

5

Theorem 10.6, 10.7; Example 2; Exercise 10.4 (1,2)

6

Exercise 10.4 (3,4,5,6)

7

Theorem 10.8, 10.9, 10.10

8

Theorem 10.11, 10.12

9

Example 3, 4, 5, 6

10

Exercise 10.5 (1,2,3,4,5,6)

11

Exercise 10.5 (7,8,9,10,11,12)

1

Introduction

2

Example 3; Exercise 12.1 (1 to 6)

3

Applications of Heron’s Formula; Example 4,5,6

4

Exercise 12.2 (1,2,3,4)

5

Exercise 12.2 (5,6,7,8,9)

1

Introduction

2

Constructions 11.2, 11.3

3

Exercise 11.1 (1,2)

4

Exercise 11.1 (3)

5

Exercise 11.1 (4)

6

Exercise 11.1 (5); Construction 11.4

7

Constructions 11.5 Case 1 and 2; Construction 11.6

8

Example 1; Exercise 11.2 (1)

9

Exercise 11.2 (2,3)

10

Exercise 11.2 (4,5)

1

Introduction

2

Exercise 13.1 (1 to 6)

3

Exercise 13.1 (7,8); Right Circular Cylinder; Exercise 13.2(1,2)

4

Exercise 13.2 (3 to11)

5

Right Circular Cone; Exercise 13.3 (1 to 8)

6

Sphere; Exercise 13.4 (1 to 9)

7

Exercise 13.5 (1 to 7)

8

Exercise 13.5 (8,9); Exercise 13.6 (1,2,3,8); Exercise 13.7 (1,6,7)

9

Exercise 13.6 (4,5,6,7)

10

Exercise 13.7 (2 to 9)

11

Exercise 13.8 (1 to 10)

12

Worked out Examples

1

Introduction; Example (1 & 2)

2

Example 3; Exercise 15.1(1,2,4,5,7,11,13)

1

Introduction

2

Example 2; Exercise 1.1(1,2,3,4)

3

Irrational Numbers; Example 3; Exercise 1.2(1,2,3)

4

Real Numbers and Their Decimal Expansion; Example 5,6,7

5

Example 8,9,10; Exercise 1.3(1,2)

6

Exercise 1.3(3,4,5,6,7,8,9)

7

Operations on Real Numbers

8

Representing Real Numbers on Number line

9

Identities; Example 16 to 18

10

Exercise 1.5

11

Laws of Exponents; Exercise 1.6 – Part 1

12

Laws of Exponents; Exercise 1.6 – Part 2