Question 1031763
The stuff inside the natural log cannot be 0 and it cannot be negative. 


So the "x-1" must be positive. This means


x - 1 > 0


solve for x by adding 1 to both sides to get


x > 1


So if x > 1 then x-1 is some value that is positive (eg: x = 10 ---> x-1 = 9). So the domain of g(x) is <font color=red>x > 1</font>



Final answer: <font color=red>x > 1</font>