Question

Pwease help mehh
Equivalent representation of 4^-4 ?

Answer 1

\[
4^{-4} = \frac{1}{4^4} = \frac{1}{256}
\]

Answer 2

Oh god, I forgot the fraction thing to make the exponent a positive number! Thank you so much!!!

Answer 3

You are welcome.

Answer 4

Do you mind helping me with another?

Answer 5

\[(6^4)^6\div6^24\] The 4 on the very end of this equation is part of the exponent..

Answer 6

\[\large
\frac{(6^4)^6}{(6^2)^4} = \frac{6^{24}}{6^{8}} = 6^{24-8} = 6^{16}
\]