Question

Ok, I got a few problems for anybody willing to help me. I will fan and medal.
Explain how the Quotient of Powers was used to simplify this expression. 2^6 over 8= 2^2
By finding the quotient of the bases to be one fourth, and cancelling common factors

By finding the quotient of the bases to be one fourth, and simplifying the expression

By simplifying 8 to 2^3 to make both powers base two, and subtracting the exponents

By simplifying 8 to 2^3 to make both powers base two, and adding the exponents

Answer 1

@Twistrose @Mr_Perfection_xD

Answer 2

@MollyNicole2015

Answer 3

I'm sorry, I suck at math. :\

Answer 4

Well, do you know anybody who could help me out?

Answer 5

@pink33

Answer 6

No, sorry. ^-^ I used to.

Answer 7

@TheSmartOne

Answer 8

@Jadeishere

Answer 9

Okay, basically.. I don't know how to explain it, actually, but i know how to solve it...

so \[\frac{ 2^6 }{ 8 } = 2^2\]

because a simplified version of 8 so that it comes out with the same base of 2 as the numerator is 2^3.

\[\frac{ 2^6 }{ 2^3 } = 2^2\]

then subtract the exponents.
so it should come out to 2^3....
Um... Hm.

Answer 10

Hold on, let me go through this again and figure out what I did wrong..

Answer 11

\[2^5 \over 8 = 2^2\]

Answer 12

just not dividing the whole thing, just the first thing before the =.

Answer 13

It isn't correct, but all i need are a few quick answers XD

Answer 14

the correct answer is 4, but this isn't looking for the answer

Answer 15

Wait, oh... /).<
Okay, the way it was worded confused me >.< Sorry
Oh... That's so weird!!
Then wouldn't it still be the third one?

Answer 16

I haven't done this math since Algebra 1 and that's been over 4 years so.. sorry

Answer 17

Its fine, i appreciate all help. I suck at this part of algebra, so... yeah.

Answer 18

Okey

Answer 19

alright. up for 2 more?

Answer 20

Sure >.<

Answer 21

actually, jk. just one.

Answer 22

Lol >.<

Answer 23

Rewrite the rational exponent as a radical.

Answer 24

Which rational exponent..

Answer 25

If you are there

Answer 26

I'm here >.< Working it out xD
so what you do is set them up so it looks like you're multiplying them.
\[\frac{ 3 }{ (5^4)} \times \frac{ 2 }{ 3 }\]
then put them together
\[\frac{ 3 * 2 }{ (5^4) * 3 }\]
cancel common factors
\[\frac{ 2 }{ (5^4) }\]
then it'd be \[\frac{ 2 }{ 625 }\]

Answer 27

awesome. Thanks, Ma'am.

Answer 28

wait, i think you got something wrong there.

Answer 29

I did? Shoot

Answer 30

the choices i got all have to do with the square root

Answer 31

um.. 25^2?
that's equal to 625

Answer 32

Eeeeeks, i dislike those..

Answer 33

I know. i do too

Answer 34

:(

Answer 35

Um... Let's see if this girl can help >.<
@adrynicoleb

Answer 36

ok.

Answer 37

My oh my, i have to go! I have to go to work. Oh my god i forgot about it... i need to make up and gur... Um, tag people in it. Kay? So sorry!

Answer 38

Its fine, Ma'am. Thanks for your help. I appreciate it!!!!!

Answer 39

@ILovePuppiesLol