2^x = 3^x как решать

1) Solve for x over the integers:

2^x==3^x

2) Take the natural logarithm of both sides and use the identity log (a^b) = = b log (a):

log (2) x==log (3) x

3) Subtract x log (3) from both sides:

(log (2) - log (3)) x==0

4) Divide both sides by log (2) - log (3):

Answer: x==0