Law 2 Division of Exponents


 
 
Concept Explanation
 

Law 2 Division of Exponents

If we have to divide the powers which have the same base then we have to subtract the exponents. i.e.

frac{a^m}{a^n}=a^{m- n}

Example:

1.;;frac{7^9}{7^3}=7^{9-3}=7^6

2.;; frac{8^5}{8^7}=8^{5-7}=8^-^2=frac{1}{8^2}

3. ;; frac{8^5}{2^4}=frac{(2^3)^5}{2^4}=frac{2^1^5}{2^4}=2^{15-4}=2^1^1

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Sample Questions
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Question : 1

Find the value of the following: large (frac{-3}{5})^4X(frac{4}{9})^4X(frac{-15}{18})^2

Right Option : D
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Question : 2

large begin{pmatrix}frac{-2}{5} end{pmatrix}^7divbegin{pmatrix} frac{-2}{5}end{pmatrix}^5is equal to  ______________________

Right Option : A
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Question : 3

Evaluate the expression:   large -2^{3}X2^{4}div2 ^{6}

Right Option : A
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Explanation
 
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