Question #170467

Let f(x)=2−x and g(x)=x3-2, find:


a.(f∘g)(0)=


b. (g∘f)(0)=


c. (f∘g)(x)=

     

d. (g∘f)(x)=


1
Expert's answer
2021-03-11T06:18:42-0500

a.

(fg)(x)=2(x32)=4x3(f\circ g)(x)=2-(x^3-2)=4-x^3




(fg)(0)=4(0)3=4(f\circ g)(0)=4-(0)^3=4



b.

(gf)(x)=(2x)32(g\circ f)(x)=(2-x)^3-2


(gf)(0)=(20)32=6(g\circ f)(0)=(2-0)^3-2=6

c.

(fg)(x)=2(x32)=4x3(f\circ g)(x)=2-(x^3-2)=4-x^3



g.

(gf)(x)=(2x)32(g\circ f)(x)=(2-x)^3-2



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