Question

How would I do this problem?
3^5/3

Answer 1

3 to the power of 5 divided by 3. so first what you want to do is your exponet's 3^5 power which is 243 and then your division. so whats 243/3 ?

Answer 2

I believe I have to simplify

Answer 3

\[3^{5}\div3\]

Answer 4

You basically plug into your calculator, 3x3x3x3x3 or \[3^{5}\] then you divide the product by 3.

Answer 5

Well said. ^

Answer 6

^.^ Thanks.

Answer 7

\[3^{5}/3\]

Answer 8

is dat your question?

Answer 9

Thanks for the help but what im doing is differently here's a sample problem from my notes; 16^3/4 and then it led to (16^1/4)^3 and that led to (2)^3=8

Answer 10

I'm entirely lost

Answer 11

\[x ^{a/x} = \sqrt[x]{1}^{a}\]

Answer 12

that is d method u need to use

Answer 13

(3^1/3)^5
\[(\sqrt[3]{3})^{5}\]

Answer 14

answer is 81