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Let f(x)= x^2+6 and g(x)=x+8/x Find (g*f)(4)
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g(f(4))=? to find it,first find f(4) which is f(4)=4^2+6 f(4)=16+6 f(4)=22 then g(f(4))=g(22)=22+8/22 =22+0.36 =22.36
ya got it?
Or in fractions: \[\huge \color{green}{g(f(4)) = \frac{246}{11}}\]
No ! lol. The answer choices are fractions so it makes it kind of difficult. Are you saying the anwser is 22.36 ?
ya
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the fraction is 246/11
But its not one of the anwser choices. you have 11/15 , 15/11 , 63/55 and 55/63
as the answer choices
Is it? \[(g \times f)(4)\]
yes
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There is something wrong in the question I think..
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