Quiz: Applying the Index Laws
OCR J560 GCSE Mathematics
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Welcome! You've already mastered powers and indices. Now, let's build on that by applying the index laws to solve problems and simplify expressions. Ready to challenge yourself?
What is the result of simplifying \(a^3 \times a^4\)?
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Which of these are correct applications of index laws? (Select all that apply)
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The rule \(\frac{x^m}{x^n} = x^{m-{{blank0}}}\) is used to simplify expressions like \(\frac{a^7}{a^3}\), resulting in \(a^{{blank1}}\).
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Match the items on the left with their correct pairs on the right
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Match the items on the left with their correct pairs on the right
Simplify \((3x^2y)^3 \div (9x^3y^2)\).
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The expression \((2a^3b^2)^2 \div a^4b\) simplifies to \(2^{{blank0}}a^{{blank1}}b^{{blank2}}\).
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