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for g(f(4)) you would first plug in 4 into the f(x) equation then plug in for what you got in ^that into the g(x) equation
@jigglypuff314 Aren't I solving (gxf)(4)? I already know the "Hint" is equal.
I was thinking that the fact that they gave you that hint was so that you could solve it that way...
@jigglypuff314 Honestly I just have no idea how to solve it.
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you would first plug in 4 into the f(x) equation so f(x) = x^2 + 3 = (4)^2 + 3 = 16 + 3 = 19 then plug in 19 into the g(x) equation
@jigglypuff314 I have no idea where you're getting these numbers. Can you just work out this one for me? I have plenty more to practice on.
@jigglypuff314 Scratch that, got it. Thanks.
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