" Brample "28" is it true that "x=e^(log x)" for all real "x?

Is it true that x=e^(logx) for all real x?

Is it true that x=e^(logx) for all real

Is it true that x=e^logx for all real x?

e ^(x log a)e^(x)

Examine the differentiability of ln x^(2) for all real values of x .

Examine the differentiability to log|x| for all real values of x .

True or False : d/(dx) (log|x|) = 1/x for all x ne 0

Let f'(x) exists for all x!=0 and f(xy)=f(x)+f(y) for all real x,y. Prove that f(x)=k log x where k is aconstant.

八 e^(x log a)+e^(a log x)+e^(a log a)