Write the following numbers using positive indices.
${(\frac{11}{3})}^{- 5}$

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Solution

The term is given as ${(\frac{11}{3})}^{- 5}$ .

The positive indices of the given term can be written by making the power positive with the reciprocal of the given term,

${(\frac{3}{11})}^{5}$

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Similar questions

Write the following numbers using positive indices.
(i) $27^{- 2}$ (ii) $\frac{1}{13^{- 5}}$ (iii) $16^{- 3}$ (iv) $y^{- 4}$

{(\frac{b^{- 5 / 6}}{n^{- 7 / 4}})}^{2} {(\frac{n^{1 / 3}}{b^{1 / 7}})}^{- 3}

i. 3^{5} \times 3^{2} = 3^{()}

ii. 6^{3} \div 6^{8} = 6^{()}

iii. (4 \times 5)^{2} = 4^{()} \times 5^{()}

\frac{11}{- 6}

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