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Let f(x) = x2 + 6 and g(x) =x+8/x. Find ( g o f)(-7)
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@Directrix @Catlover5925
oh ok i got this, i would say if it is F of G plug in G first to get F and if it is G of F plug in G first then F
im still lost lol
@Callisto @iGreen @sammixboo @AriPotta @uri @Jhannybean @confluxepic @Directrix @Diyadiya plz help explain this!!!!!!!
\((x^2 + 6)(\dfrac{x+8}{x})(-7)\)
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g o f (-7) => g(f(-7)) so first find f(-7), then replace it in g() f(-7)=49+6=55 g(f(-7))=55+8/55=3033/55
assuming x2 means x squared
mental abusive to humans lol
so what do i do next after weget 3033/55
@P0sitr0n
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it is the answer
\[(g \; o \; f) (x) = g(f(x))\]
it has to be a.63/55 b.295/49c.-57/7or d.384/7 @P0sitr0n
@P0sitr0n
@igreen help please
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