(3x)^2/(27^x2)=1 I have to find the solution

4 answers

this is very similar to the question above this one I just answered for you.

Give it a shot.

btw, in the factor (27^x2) is the exponent x^2 ?
yes it is x squared
If your question is

(3x)^2 / 27^(x^2)) = 1

it is of extreme difficulty, and off hand have no easy method of doing that.

Check your typing.

is your denominator (27x)^2 perhaps ?
its (3^x)^2 and the whole numerator is raised to a 2, divided by (27^x2) 27 raised to the x squared, and the whole problem = 1