Solving Logarithmic Equations: logx = -1

The equation logx = -1 can be rewritten as 10^(-1) = x.

This is based on the fundamental relationship between logarithms and exponentials. The equation logx = y is equivalent to x = 10^y. In this case, y = -1, so we have x = 10^(-1).

Therefore, the solution to the equation logx = -1 is x = 1/10.