Question

find the solution to the equation 64^(2-x)=4^(4x)

Answer 1

\[64^{2-x}=4^{4x}\]
\[\left( 4^3 \right)^{2-x}=4^{4x}\]
\[\left( 4 \right)^{3\left( 2-x \right)}=4^{4x}, find~x\]

Answer 2

is it 6?

Answer 3

no
3(2-x)=4x
6-3 x=4x
6=4 x+3 x
6=7x
x=?

Answer 4

6/7

Answer 5

correct.