Simplify ${(15^{50})}^{20}$ & write in exponential form.

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Solution

Given expression : ${(15^{50})}^{20}$
We know that, ${(a^{m})}^{n} = a^{m \times n}$
So, $({15^{50})}^{20} = 15^{50 \times 20} = 15^{1000}$
Hence, ${(15^{50})}^{20}$ can be written as $15^{1000}$ in exponential form.

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