Mathematics
Mathematics, 13.09.2021 20:20, rsnyder

Maggie claims that the function g(x)=x/3βˆ’4 is the inverse of the function of f(x)=3x+4 . Which statement provides a correct analysis of Maggie's claim?

A

Maggie's claim is correct because if you add 4 to g(x) and then multiply it by 3 you get Ζ’(x).

B

Maggie's claim is correct because when g(x) is substituted into every occurrence of x in Ζ’(x), Ζ’(g(x)) = x, and when Ζ’(x) is substituted into every occurrence of x in g(x), g(Ζ’(x)) = x.

C

Maggie's claim is incorrect because when g(x) is substituted into every occurrence of x in Ζ’(x), f(g(x))=xβˆ’8; therefore, g(x) is not the inverse of Ζ’(x).

D

Maggie's claim is incorrect because when g(x) is substituted into every occurrence of x in Ζ’(x), Ζ’(g(x)) = x; therefore, g(x) is not the inverse of Ζ’(x).

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Maggie claims that the function g(x)=x/3βˆ’4 is the inverse of the function of f(x)=3x+4 . Which sta...

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