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Indices
Index notation
Evaluating powers
Multiplication law with integer bases
Division law with integer bases
Zero power with integer bases
Power of a power with integer bases
Spreading Secrets (Investigation)
Simplify expressions using multiple index laws with integer bases
Index notation with variable bases
Zero power with variable bases
Multiplication law with variable bases
Division law with variable bases
Lesson
Practice
Power of a power with variable bases
Further expressions involving multiplication law with variable bases
Further expressions involving division law with variable bases
Simplify expressions using multiple index laws with variable bases
Mixed expressions using index laws
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India
Class VII

Division law with variable bases

Lesson
Practice

Outcomes

7.NS.P.2

Laws of exponents (through observing patterns to arrive at generalisation.) (i) a^m .a^n = a^(m+n) (ii) (a^m)^n = a^mn (iii) a^m / a^n = a^ (m-n) where m - n a member of N

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