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\[ \left(\frac{2^5}{3^2} \right)^4\]

thatscorrect

so you have "something" multiplied by itself 4 times

ok

what is multiplied by itself 4 times?

the 5?

or 2

everything in the parens is treated as one thing, that is multiplied by itself 4 times.

so the 2 5 3 and 2 are multiplied by 4?

you make a 4 copies of \(\left(\frac{2^5}{3^2} \right) \)
and multiply them together.

woah

thats alot

do you know how to multiply fractions? top times top and bottom times bottom

a little bit im pretty bad when it comes to fractions

care to figure out the top ? (it's 2^5 times itself 4 times)

mmmmh

idk

do you know what 2^5 means ? 2*2*2*2*2 right ?

ohh woops

ya so we do that

4 times?

yes

ok 1 sec

just "glue them together" and count the 2's

2x2x2x2x2x2x2x2x2x2x2x2x2x2x2x2x2x2x2x2 20? xD

yes 2^20
now the bottom

ok

3x3x3x3

right?

the bottom is 3^2 times itself 4 times

oh i need 2 more sorry

wait

isnt that correct or would it be 3x2x3x2x3x2x3x2

just 3 times itself

3x3x3x3x3x3

3^2 is 3*3
we multiply 3*3 by itself 4 times
yes
3^8

so the answer is 2^20/ 3^8

ohh

thats wasnt that bad

practice helps

yup ty very much

ok 1 more and we will be done :DD

ok, I'll get there. but try to do some of the work.