Asked by Anonymous

Which exponet makes the statement true?
1/5^9=5^?
A. 9
B. -9
C. 1/9
D. -1/9
B?
Answered by David
1/5^9= 5.12 x 10^-7

Work backwards: 1/5 is the conjugate of 5 therefore, if 1/5 is raised to the 9th power the opposite of that is -9.

5^-9= 5.12 x 10^-7

your answer: B
Answered by Anonymous
Um.... Do you mean that my answer is correct or not?
Answered by Brady
I agree that B is the correct answer.

(1/5^9) = 5^?

(0.000000512) = 5^(?)

When 5 is raised to the -9 power, it equals the same as 0.000000512.

5^-9 = 0.000000512

0.000000512 = 0.000000512

So, B is the correct answer. I hope this helps! :)
Answered by Anonymous
Thank you both.
Answered by Brady
You're welcome, Anonymous. :)
Answered by alaysa
the answer is b

Answered by c
anyone got all the answers? ;-:
Answered by JOEMAMMAAALEFIRST
idk le poof
Answered by JOEMAMMAAALEFIRST
my brothers name is brady ;-;
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