Question

Simplify ${\left({29}^9\right)}^{100}$& write in exponential form.

Answer 1

Given expression : ${\left({29}^9\right)}^{100}$

We know that, ${a^m}^n=a^{m\times n}$

So, ${\left({29}^9\right)}^{100}={29}^{9\times 100}={29}^{900}$

Hence, ${\left({29}^9\right)}^{100}$can be written as ${29}^{900}$in exponential form.