A function is shown g(x)=96.2(4)(x+2.5). The function g can be rewritten as the function h in the form h(x)=a(4)x. What is the val

Question

A function is shown g(x)=96.2(4)(x+2.5). The function g can be rewritten as the function h in the form h(x)=a(4)x. What is the value of a in the function h(x)?

I already know the answer, but I need the step-by-step. Thank you!

Helga · Answer

Answer:   96.2+240.5/x   Step-by-step explanation:   g(x)=96.2(4)(x+2.5)  h(x)=[96.2(x+2.5)](4)--------------Calculate[96.2(x+2.5)] first  h(x)=(96.2x+240.5)(4)  h(x)=x(96.2+240.5/x)(4)----------bring out X,So 96.2x+240.5 is divided by x  h(x)= (96.2+240.5/x) (4)x  h(x)= a (4)x  so a=96.2+240.5/x

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