Question

Please solve this equation with steps shown: log(|x - 1|) = 3

Answer 1

To solve the equation log(|x - 1|) = 3, you first convert the logarithmic form to an exponential form to get |x - 1| = 10^3. Then, solve the absolute value equation, which gives two solutions, x = 1001 and x = -999.

Step-by-step explanation:

To solve the equation log(|x - 1|) = 3, we follow these steps:

Therefore, the two solutions to the equation are x = 1001 and x = -999.