Course Content
Multiplication Law of Indices
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Multiplication Law of Indices
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Division Law of Indices
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Division Law of Indices
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Power Law of Indices
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Power Law of Indices
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Zero and Negative Indices
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Zero Index
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Zero and Negative Indices
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Exercise 2.2/Questions: 1,2,3
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Exercise 2.2 / Question: 4
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Exercise 2.2/Questions: 5,6,7,8
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Exercise 2.2 / Questions 9,10
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Exercise 2.2 / Question: 11
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Equations Involving Indices
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Solving Exponential Equations
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Exercise 2.4 / Question: 1,2,3,4
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Exercise 2.4 /Quwstion: 5,6,7,8
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Fractional Indices
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Fractional Indices(NEW)
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ExERCISE 2.3 /Questions: 1,2
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Exercise 2.3 / Question: 3
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Exercise 2.3 / Question: 4
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Exercise 2.3 / Questions: 5,6
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Exercise 2.3 / Question: 7
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Exercise 2.3 / Question: 8
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Exercise 2.3 / Questions: 9,10,11,12,13
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Standard Form
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Introduction to Standard Form(new)
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Exercise 2.5 /Question: 1
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Exercise 2.5 /Question: 2
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Exercise 2.5 / Question: 3a,b,c,d
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Exerciar 2.5 / Question: 3e,f,g
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Multiplication of Numbers in Standard Form
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Multiplying Standard Form Numbers
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Addition and Subtraction of Numbers in Standard Form
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Addition and Subtraction of Standard Form
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Past Paper Questions (Standard Form)
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Past Papers Questions
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Past Paper Questions L-1
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Past Paper Questions L-2
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Past Paper Questions L-3
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Introduction to Indices
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Introduction to Indices/Exponent L-1
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Introduction to Indices/Exponent L-2
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Questions Session (Indices)
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Fractional and Negative indices
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Simplifying exponents
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Simplifying radicals – High powered roots
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Division of Numbers in Standard Form
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Standard Form Division
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Past Paper Question (Indices)
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Past Paper Questions L-1
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Past Paper Questions L-2
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Past Paper Questions L-3
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Past Paper Questions(Indices and Standard Form)
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Past Paper Questions(Indices and Standard For
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Laws of Indices
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Laws of Indices
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Exercise 2.1/Questions: 1, 2
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Exercise 2.1/Question: 3
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Exercise 2.1/Questions: 4,5,6,7,8,9
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Concept of Standard Form
Indices and Standard Form (O Level)

The index of a number says how many times to use the number in a multiplication. It is written as a small number to the right and above the base number.The plural of index is indices. (Other names for index are exponent or power.)



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