Question

(2^6)^x = 1

(5^0)^x = 1

Solve for x on both.

Answer 1

\[(2^6)^x=2^{6x}\] and \(2^0=1\) set \[6x=0\] solve for \(x\)

Answer 2

for the second one, \[5^0=1\] so it is true no matter what \(x\) is

Answer 3

OK, that makes sense now. Thank you.

Answer 4

yw