Grade 12 Math Ch - 1 to 4
Grade 12
Math
Textbook
πSpecial Guide Bookπ
Chapter 1
Complex Numbers
1.1 Pure Imaginary Unit i (Pg. 1)
Exercise 1.1
No. 1 (d) (Pg. 3)
Exercise 1.1
No.2 (Pg. 3)
1.2 Complex Number (x, y) (Pg. 3)
Chapter 1
Example 3 (Pg. 5)
Exercise 1.3
No. 1 (Pg. 7)
Exercise 1.3
No. 2 (Pg. 7)
1.4 Trigonometric Form (Pg. 8)
Product in Trigonometric Form
(Pg. 11)
Inverse and Example 7 (Pg. 13)
Example 8 (Pg. 14)
Complex Number and Division
Example 9, (Pg. 15)
Exercise 1.4
No.1 (Pg. 16)
Exercise 1.4
No.2 (a) (b) (c) (Pg. 16)
Exercise 1.4
No.2 (d) (e), No. 3 (a) (b) (Pg. 16)
Roots of Complex Numbers (Pg. 16)
Example 10
Example 11 (Pg. 18)
(Root of Complex Numbers)
Exercise 1.5
No.1 (a) (b) (Pg.19)
Exercise 1.5
No.1(c) (d) (Pg. 19)
Exercise 1.5
No.1(e) (f) (Pg. 19)
Exercise 1.5
No.2 (a) (b) (Pg. 19)
Exercise 1.5
No.2 (c) (d) (e) (f) (Pg. 19)
Exercise 1.5
No.3 (a) (Pg. 19)
Exercise 1.5
No.3 (b) (Pg. 19)
Exercise 1.5
No.3 (c) (d) (Pg. 19)
Chapter 2
Mathematical Induction (Pg. 20)
Chapter 2
Example 2 (Pg. 24)
Chapter 2
Example 3 (Pg. 25)
Chapter 2
Example 4 (Pg. 26)Chapter 2
Example 5
Chapter 2
Example 6 (Pg. 28)
Chapter 2
Example 7 (Pg. 28)
Exercise 2.1
No. 1 (a) (Pg. 29)
Exercise 2.1
No. 1 (b) (Pg. 29)
Exercise 2.1
No. 1 (c) (d) (Pg. 29)
Exercise 2.1
No. 1 (e) (f) (Pg. 29)
No. 1 (g) (Pg. 30)
Exercise 2.1
No.2 (Pg. 30)
Exercise 2.1
No.3 (Pg. 30)
Exercise 2.1
No.4 (Pg. 30)
Exercise 2.1
No.5 (Pg. 30)
Exercise 2.1
No.6 (Pg. 30)
Exercise 2.1
No.7 (Pg. 30)
Chapter 3
Analytical Solid Geometry Part 1 (Pg. 31)
Chapter 3
Analytical Solid Geometry Part 2
3.2 Line (Pg. 34)
No. 1,2,3 (Pg. 34)
Chapter 3
Exercise 3.2
Exercise (3.1)
No. 4,5 (Pg. 34)
Example 3 (Pg. 35)
Chapter 3
Example 4 (Pg. 37)
Exercise 3.2
No.1 (Pg. 38)
No.2 (Pg. 38)
Exercise 3.2
No.3 (Pg. 38)
Exercise 3.2
No.4 (Pg. 38)
3.3 Parallel, Skew and Perpendicular Lines (Pg. 38)
Chapter 3
Example 5 (Pg.40)
Chapter 3
Example 6 (Pg.40)
Chapter 3
Example 7 (Pg.41)
Exercise 3.3
No.1 (Pg. 42)
Exercise 3.3
No.2 a,b (Pg. 42)
Exercise 3.3
No.2 c, d (Pg. 42)
Exercise 3.3
No.3 (Pg. 42)
Chapter 3
The equation of Plane
Example 8 (Pg. 44)
Chapter 3
The equation of Plane
Example 9 (Pg. 44)
Chapter 3
The equation of Plane
Example 10 (Pg. 45)
Exercise 3.4
No.1 (Pg. 46)
Exercise 3.4
No. 2 & 3 (Pg. 46)
Chapter 3
3.5 Sphere (Pg. 46)Example 11 (Pg. 47)
Chapter 3
Example 6
4.2 Angel between two Vectors and Scalars Product (Pg. 57)
Chapter 4
4.4 Line and Plane in Space (Pg. 65)
Example 12 (Pg. 47)
Exercise 3.5
No.1 & 2 (Pg. 50)
Exercise 3.5
No.3 (Pg. 50)
Exercise 3.5
No.4 (Pg. 50)
Exercise 3.5
No.5 (Pg. 50)
Exercise 3.5
No.6 (Pg. 50)
Chapter 4
Vector Algebra
Notes: Triangle and Parallelogram Rules (Pg. 51)
Chapter 4
Notes - Position Vector,
Section and Midpoint Formula
Chapter 4
4.1 Vector in Three Dimentions
(Pg. 51) & Example 2
Chapter 4
Example 3 (Pg. 54)
Chapter 4
Parallel Vectors
Example 4 (Pg. 54)
Chapter 4
Example 5 (Pg. 55)
Exercise 4.1
No.2 (Pg. 57)
Exercise 4.1
No.3 (Pg. 57)
Exercise 4.1
No.4 (Pg. 57)
Chapter 4
Collinear Points (Pg. 56)
Exercise 4.1
No.5 (57)
Chapter 4
Unit Vector (Pg. 55)
Example. 8
Chapter 4
Example 9 (Pg. 58)
Algebraic Properties of Scalar Product (Pg. 58)
And
Geometric Properties of the Scalar Product (Pg. 59)
Example 10
Example 11 (Pg. 59)
Exercise 4.2
No.1 (Pg. 60)
Exercise 4.2
No.2 & 3 (Pg. 60)
Exercise 4.2
No. 4 (Pg. 61)
Exercise 4.2
No. 5 & 6 (Pg. 61)
4.3 Area of Parallelogram ab
and Vector Product (Pg. 61)
Chapter 4
Example 12 & 13 (Pg. 62)Algebraic and Geometric Properties of Vector Product, Example 14 (Pg.63)
Chapter 4
Example 15 (Pg. 64)
Exercise 4.3
No.1 & 2 (Pg. 64)
Exercise 4.3
No.3 & 4 (Pg. 64)
Exercise 4.3
No.5 (Pg. 64)
Lines in Three Dimensions
Chapter 4
Example 16 & 17 (Pg. 66)
Chapter 4
Plane in Three Dimensions (Pg. 67)
Example 18 & 19 (Pg. 68)
Chapter 4
Plane in Three Dimensions - Part 2 (Pg. 67)
Example 20 (Pg. 69)
Chapter 4
Example 22 (Pg. 70)
Cartesian Equation of the Plane
Exercise (4.4)
No.1 & 2 (Pg. 71)
Exercise (4.4)
No. 3 a & b (Pg. 71)
Exercise 4.4
No.3 (c) (Pg. 71) (Not match)
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