Question

Help. Evaluate this problem.

Answer 1

c my attachment

Answer 2

Is that the final answer? I do not see that in my choices.

Answer 3

feel free to ask if u hv confusion

Answer 4

do u hv any answer

Answer 5

5 -1/6

5 3/2

5 5/2

5 -5/6

Answer 6

i think my result is right

Answer 7

non of ur options is matching with my result

Answer 8

anyway did u understand my solution

Answer 9

@phi @SolomonZelman @BSwan

Answer 10

first write all the radicals as 5 to a fractional exponent
\[ \frac{\sqrt[3]{5}\sqrt{5}} {\sqrt[3]{5^5}} \]

can you do that ?

Answer 11

for example
\[ \sqrt[3]{5} = 5^{\frac{1}{3}}\]

Answer 12

\(\Large\color{black}{ \bf \sqrt[C]{A^{B}}=A^{B/C} }\)

\(\Large\color{black}{ \bf d^v \times d^c=d^{v+c} }\)

Answer 13

then add exponents (if multiplying) and subtract exponents if dividing

you will get 5 to some (fractional) exponent as the answer.

Answer 14

I got 5^3/2

Answer 15

so shamim was correct

Answer 16

can you show the details ?

Answer 17

He got \[3\sqrt{25}\]

Answer 18

Jody, can you show how you got your answer?

Answer 19

lol
look aat the previous steps

Answer 20

First step is write each radical as 5 to an exponent.

Answer 21

I did 5^(⅓)

two more to do.

Answer 22

Shamim got it wrong confusing me

Answer 23

can you do this
write each radical as 5 to an exponent.
?

Answer 24

he didnt -.-

Answer 25

can you write
\[ \sqrt{5} \]
using an exponent ?

Answer 26

hey why do u say that

Answer 27

a^(x/y)*a(y/x) = a^((x^2+y^2)/yx) does not have to equal 1

Answer 28

its wrong ... o_o
sorry ._. .-. deleting comments

Answer 29

i think game of thrones damaged my head today -.-