The correct option is E (32)^15Here, applying the rule of indices, we get ? = (32)^20 + (32)^5 ? = (32)^20 5 = (32)^15 ...

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Functions

3220÷325=?

Question

$(32)^{20} \div (32)^{5} = ?$

(32)^{100}

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(32)^{2}

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(32)^{25}

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(32)^{15}

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Solution

The correct option is D $(32)^{15}$
Here, applying the rule of indices, we get
$? = (32)^{20} + (32)^{5}$
$? = (32)^{20 - 5} = (32)^{15}$

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