If $f(x)=x+5$ and $h(x)=4 x-10$ , find a function g such that $g \circ f=h$ .
A) $g(x)=4 x+30$
B) $g(x)=4 x$
C) $g(x)=x-30$
E) $g(x)=x+30$

Name: If $f(x)=x+5$ and $h(x)=4 x-10$ , find a function g such that $g \circ f=h$ . A) $g(x)=4 x+30$ B) $g(x)=4 x$ C) $g(x)=x-30$ E) $g(x)=x+30$
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Question

If $f(x)=x+5$ and $h(x)=4 x-10$ , find a function g such that $g \circ f=h$ .
A) $g(x)=4 x+30$ 
B) $g(x)=4 x$ 
C) $g(x)=x-30$ 
E) $g(x)=x+30$

Quizplus · Accepted Answer

The Answer of If $f(x)=x+5$ and $h(x)=4 x-10$ , find a function g such that $g \circ f=h$ .
A) $g(x)=4 x+30$ 
B) $g(x)=4 x$ 
C) $g(x)=x-30$ 
E) $g(x)=x+30$

If f(x)=x+5f(x)=x+5f(x)=x+5 And h(x)=4x−10h(x)=4 x-10h(x)=4x−10 , Find a Function G Such That g∘f=hg \circ f=hg∘f=h

If $f(x)=x+5$ And $h(x)=4 x-10$ , Find a Function G Such That $g \circ f=h$