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Algebra.
Angles on a Straight Line And at a Point
Area of figures
Arithmetic Processes
Cost & Selling Price
DECIMALS: Approximations
DECIMALS: Multiplication and Division Of Decimals
Elementary Probability.
Elementary Statistics
Equations: Quadratic
FRACTIONS: Fractions & Decimals.
FRACTIONS: Operations
FRACTIONS: Types
FUNCTIONS: Mapping
FUNCTIONS: Operations
Factors and Multiples
GEOMETRY - Triangles : Types
GEOMETRY - Triangles : angles
GEOMETRY: Coordinate
GEOMETRY: Shapes
Indices
Inequality
Logic
Matrix
NUMBER & NUMERATION: Integers
NUMBER & NUMERATION: Interest - Simple And Compound
NUMBER & NUMERATION: Irrational Numbers
NUMBER & NUMERATION: Natural Numbers
NUMBER & NUMERATION: Number Manipulation
NUMBER & NUMERATION: Ratio
NUMBER & NUMERATION: Rational Numbers
NUMBER & NUMERATION: Real Numbers
NUMBER & NUMERATION: Scale
NUMBERS: Place Value
Network
Number Order
PROGRESSION: Arithmetic
PROGRESSION: Geometric
PROPORTIONS: Direct
PROPORTIONS: Indirect
Points, Lines & Angles: Angles
Points, Lines & Angles: Line
Points, Lines & Angles: Points
Polygons
Polynomials
SETS: Introduction
SETS: Operation
Significant Figures
Standard Form
Subject of Formula
TIME: The measure of time
TIME: Time Zones
TRIGONOMETRY: Bearings
TRIGONOMETRY: Operations
The Number Line
The area Of A Triangle
Trigonometric functions
Vector
5/31 MCQs for:
NUMBER & NUMERATION: Irrational Numbers
Which of the following numbers is irrational?
√8.
√16.
3/4.
-2.
Which of the following numbers is NOT irrational?
π.
√3.
√9.
e.
Which of the following is an example of an irrational number involving a square root?
√10.
1/2.
√4.
0.
Which of the following is a true statement?
All integers are rational numbers.
All whole numbers are irrational.
All rational numbers are integers.
All irrational numbers are whole numbers.
Which of the following statements about irrational numbers is false?
They include numbers like √2 and π.
Their decimal representations are always repeating.
They can be found on the number line.
They cannot be expressed as fractions.