Question

This is the question

Answer 1

What's the question?

Answer 2

The attachment or is it not shown?

Answer 3

@studygurl14 ^

Answer 4

Do you need help with all of them or just the 25^-2 one?

Answer 5

yay this time its right side up

Answer 6

@Lolox

Answer 7

A: correct
B: yes
C: -4
D: 8

Answer 8

E:-7

Answer 9

ok for the next few I ask you participate @Lolox

Answer 10

The ones that are blank @studygurl14

Answer 11

Ok @jackthegreatest

Answer 12

ok

Answer 13

So for #3, as jack already stated, it is -4. Because 25 = 5^2, so 25^-2 = (5^2)^-2 = 5^(2x-2) = 5^-4

Answer 14

Ok

Answer 15

2^5 = 32, so 32^(8/5)= (2^5)^(8/5) = 2^8

Answer 16

k, now the next one.
2^5 = 32, so 32^(-7/5) = (2^5)^(-7/5) = 2^-7

Answer 17

Okay, so the next one. What power of 3 = 81? In other words, \(\large 3^x = 81\) What's x?

Answer 18

@Lolox

Answer 19

@Lolox in order to match the exponent bases, just think of what power would make them the same

For Example:
\[9^8 = 3^?\]
\[9^8 = 3^2 3 ^8\]
\[9^8 =3^{2 \times 8}\]
\[9^8 = 3^{16}\]

Answer 20

X = 4

Answer 21

@ stargurl14

Answer 22

Study *

Answer 23

@Lolox yes x = 4

Answer 24

so what is
\[3^{7/4 \times 4}\]

Answer 25

^

Answer 26

Remember how fractions work...the 4s will cancel out to get...?

Answer 27

Oh yhh