Asked by ALLI
if f(x)=lnx, g(x)=e^3x, and h(x)=x^4 find following
A)(f of g)(x)and the domain of f of g
B) (g of f)(x) and the domain of g of f
C) (f of h)(x) and the domain of f of h
please show work
A)(f of g)(x)and the domain of f of g
B) (g of f)(x) and the domain of g of f
C) (f of h)(x) and the domain of f of h
please show work
Answers
Answered by
Reiny
I will do B), you do the others the same way ...
b)
(g of f)(x) to me means g(f(x))
= g(lnx)
= e^(3lnx)
since we can only take logs of positive numbers,
domain: x > 0
range: I hope you are familiar with the basic exponential function, so y>0
b)
(g of f)(x) to me means g(f(x))
= g(lnx)
= e^(3lnx)
since we can only take logs of positive numbers,
domain: x > 0
range: I hope you are familiar with the basic exponential function, so y>0
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