To solve the inequality log3(x) > 2, we need to first rewrite it in exponential form.
log3(x) > 2 is equivalent to 3^2 < x
This simplifies to 9 < x
Therefore, the solution to the inequality log3(x) > 2 is x > 9.
To solve the inequality log3(x) > 2, we need to first rewrite it in exponential form.
log3(x) > 2 is equivalent to 3^2 < x
This simplifies to 9 < x
Therefore, the solution to the inequality log3(x) > 2 is x > 9.