How do you solve for x in logarithms?

To solve for ( x ) in logarithmic equations, you can use the property that if ( \log_b(a) = c ), then ( a = b^c ). First, isolate the logarithmic expression, and then rewrite the equation in exponential form. Finally, solve for ( x ) by performing any necessary algebraic operations. For example, if you have ( \log_2(x) = 3 ), you can rewrite it as ( x = 2^3 ), which simplifies to ( x = 8 ).