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cold4betbluff June 18th, 2016 07:25 AM

Exponent Property question
 
How do you get $\displaystyle (a^{n})^{1 \over m}$ as the final product?

$\displaystyle a^{n \over m} = (a^{1 \over m})^{n}=(a^{n})^{1 \over m}
$

skeeter June 18th, 2016 08:01 AM

Quote:

Originally Posted by cold4betbluff (Post 539880)
How do you get $\displaystyle (a^{n})^{1 \over m}$ as the final product?

$\displaystyle a^{n \over m} = (a^{1 \over m})^{n}=(a^{n})^{1 \over m}
$

$\dfrac{n}{m} = \dfrac{1}{m} \cdot n = n \cdot \dfrac{1}{m}$

Fairly basic property of multiplication ... where does the confusion lie?


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