Question

(7x)^09^79^x=9^2 solve for x

Answer 1

is that 7x raised to all those exponents?

Answer 2

\[(7x)^09^79^x=9^2 \]?

Answer 3

yes

Answer 4

ah ok then.

Answer 5

Assuming x does not equal 0
what is
\[(7x)^0\]?

Answer 6

idk.

Answer 7

Do you what \[5^0=?\]

Answer 8

know*

Answer 9

yea

Answer 10

what does it equal?

Answer 11

\[(anything)^0=1 , \text{ where } anything \neq 0 \]

Answer 12

So \[5^0=1\]
And
\[(7x)^0=1, \text{ assuming } x \neq 0\]

Answer 13

\[(7x)^09^{7}9^x=9^2\]
\[1 \cdot 9^7 9^x=9^2\]
\[9^7 9^x=9^2\]
Do you know what to do now?

Answer 14

:D yess. thanks