To solve this equation, we first need to express it in exponential form.
Logarithmic form: Log3(x-7) = 0Exponential form: 3^0 = x-7
Solving 3^0 gives us x-7 = 1Adding 7 to both sides gives us x = 8
Therefore, the solution is x = 8, which corresponds to option A.
To solve this equation, we first need to express it in exponential form.
Logarithmic form: Log3(x-7) = 0
Exponential form: 3^0 = x-7
Solving 3^0 gives us x-7 = 1
Adding 7 to both sides gives us x = 8
Therefore, the solution is x = 8, which corresponds to option A.