Question

Solve ln(x) - ln(x+1) =2

Answer 1

To solve the equation ln(x) - ln(x+1) = 2, you can use the properties of logarithms. Combine the logarithms using the quotient rule: ln(x/(x+1)) = 2. Then, exponentiate both sides using e to get x/(x+1) = e^2. Solve for x from there.