Question

Solve the equation 25 = radical 5^(2x + 6). Using complete sentences, explain the strategy used in solving this equation.

Answer 1

I assume this is
\[25=\sqrt[5]{2x+6}\] ?

if so, you raise the radical to the 5th power, to "undo it"
of course, you have to do the same thing to both sides of the equation so

\[25^5=\left(\sqrt[5]{2x+6}\right)^5 \\ \]

Answer 2

is your equation like this ?