Question

can anyone help me with this problem please, 2^x^2=(8)2x*1/256

Answer 1

please clearly write the equation i can't understand it.

Answer 2

it is 2 raised to x^2= 8^2x multiplied by 1/256
thanks for your time.

Answer 3

\[2^{2x}=8^{2x}/256\] since
\[256=2^{8}\] therefore
\[2^{2x}=8^{2x}/2^{8}\]
since \[8^{2x}=(2^{3})^{2x}=2^{6x}\]
hence \[2^{2x}=2^{6x-8}\]
therefore bases are same & powers are only solved...
2x=6x-8
4x=8
x=2