In Exercises $27$ through $34$, evaluate the given expression without using a calculator.

$\frac{2^{4 / 3}\left(2^{5 / 3}\right)}{2^5}$

Question

In Exercises $27$ through $34$, evaluate the given expression without using a calculator.

$\frac{2^{4 / 3}\left(2^{5 / 3}\right)}{2^5}$

Quizlet Admin · Accepted Answer

For real numbers $a$, $b$ and integers $m$, $n$ the Quotient law can be  defined as:
$$\frac{a^n}{a^m}= a^{m-n}$$
where a $
eq 0$ and the power law is defined as:
$$(a^m)^n = a ^{m+n}$$

In Exercises $27$ through $34$ , evaluate the given expression without using a calculator.

$\frac{2^{4 / 3}\left(2^{5 / 3}\right)}{2^5}$

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In Exercises 272727 through 343434, evaluate the given expression without using a calculator. 24/3(25/3)25\frac{2^{4 / 3}\left(2^{5 / 3}\right)}{2^5}2524/3(25/3)​

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Related questions

In Exercises $27$ through $34$ , evaluate the given expression without using a calculator.

$\frac{2^{4 / 3}\left(2^{5 / 3}\right)}{2^5}$