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SSC
9th Class
MATHEMATICS
1.REAL NUMBERS
12
Introduction
Irrational Numbers
Example problems
Representing Real Numbers on the Number Line
Operations On real Numbers
Rationalising the Denominator
Laws of Exponents for Real Numbers
Surd
Exercise 1.1
Exercise 1.2
Exercise 1.3
Exercise 1.4
2.POLYNOMIALS AND FACTORISATION
13
Introduction
Exercise 2.1 - part 1
Exercise Problems-2.1 - Part 2
Exercise 2.2
Exercise 2.3- part 1
Exercise 2.3 - part 2
Algebraic Identities
Example Problems-2.4
Exercise 2.4 - part 1
Exercise Problems 2.4 - part 2
Exercise Problems 2.4 - part 3
Exercise 2.5 - Part 1
Exercise Problems 2.5 - part 2
3.THE ELEMENTS OF GEOMETRY
3
Euclid’s Definitions, Axioms and Postulates
Example problems
Exercise 3.1
4. LINES AND ANGLES
10
Introduction (Basic terms and Definitions)
Notes
Exercise 4.1
Examples
Exercise 4.2
Exercise 4.3 part 1
Exercise 4.3 part 2
Angle sum property of Triangle
Exercise 4.4 part 1
Exercise 4.4 part 2
5.CO-ORDINATE GEOMETRY
5
Introduction
Exercise 5.1
Exercise 5.2 part1
Exercise 5.2 part 2
Exercise 5.3
6.LINEAR EQUATIONS IN TWO VARIABLES
9
Introduction
Exercise 6.1
Exercise 6.2
Exercise 6.3 Part 1
Exercise 6.3 Part 2
Exercise 6.3 Part 3
Exercise 6.4
Do This Problems
Exercise-6.5
7.TRIANGLES
10
Introduction
Congruence of Triangles
Example Problems
Exercise 7.1
Theorems
Exercise 7.2
Exercise-7.3 Part 1
Exercise 7.4 Triangle Inequalities
Exercise 7.3 part 2
Theorems
8.Quadrilaterals
8
Quadrilaterals
Exercise 8.1
Exercise 8.2
Exercise 8.3
Exercise 8.4
Examples
Exercise 8.1 Theorems
Mid Point Theorem
9.Statistics
5
Introduction
Exercise 9.1
Central Tendencies of Data
Median
Exercise 9.2
10.Surface areas and volumes
9
Introduction
Surface Area and Volume of a Cube
Surface Area and volume of a Cuboid
Surface Area and Volume of a Right Circular Cylinder
Surface Area and Volume of a Hollow Right Circular Cylinder
Surface Area and Volume of a Right Circular Cone
Surface Area and Volume of a Sphere
Surface Area and Volume of a Hemisphere
Exercise 10.1
11.Areas
5
Introduction
Exercise - 11.1
Exercise 11.2 examples 7 - 10
Two Triangles with Common Base b/w Same Parallels
exercise 11.3
12.Circles
6
Introduction
Exercise 12.1
Exercise 12.2
Exercise 12.3
Exercise 12.4
Exercise 12.5
13.Constructions
4
Basic Constructions
Constructions of Triangles
Exercise 13.1
Exercise 13.2
14.Probability
4
Introduction
Probability – An Experimental Approach
Exercise 14.1
Probability
15.Proofs in Mathematics
8
Mathematical Statements
Verifying the Statements
Reasoning in Mathematics
Exercise 15.1
Exercise 15.2
Exercise 15.3
Exercise 15.4
Proofs in Mathematics
Do This Problems
Description
Practice Questions
Additional Notes
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DO THIS
i) Draw the graph of following equations.
a) x = 2
b) x = –2
c) x = 4
d) x = –4
ii) Are the graphs of all these equations parallel to Y-axis?
iii) Find the distance between the graph and the Y-axis in each case
i) Draw the graph of the following equations
a) y = 2
b) y = –2
c) y = 3
d) y = –3
ii) Are all these parallel to the X-axis?
iii) Find the distance between the graph of the line and the X-axis in each case
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