Express as a power of $3$ in $729$ and $343$ .

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Solution

We have,

Power of $3$ in $729$ .

$9^{3} = 729$

Power of $3$ in 343.

$7^{3} = 343$
Hence, this is the answer.

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Similar questions

Express $343$ as a power of $7.$

\frac{\sqrt{729} + \sqrt[3]{343}}{\sqrt[3]{512}}

\frac{\sqrt[3]{729} + \sqrt[3]{343}}{\sqrt[3]{512}}

The volume of a cube of side $\frac{9}{2}$ cm is ______.

\frac{\sqrt[3]{729} - \sqrt[3]{27}}{\sqrt[3]{512} + \sqrt[3]{343}}

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