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h(x)=x^2+3x/4x+27 find h(-8) can someone please help?!?!?!
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so what the problem is telling you x=-8 so fill in your variables and solve
thank you.. would it be -8= -8^2+3(8)/4(8)+27?
correct
to me it looks like a false answer, is that an option?
it says to simplify my answer is all..
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well nvm lol just simplify
this is harder than I thought it'd be. I got -6.625 but it says its incorrect
\(f(-8)\) does NOT mean set it equal to \(-8\) and solve for \(x\) it means replace \(x\) by \(-8\) and see what you get
\[h(x)=\frac{x^2+3x}{4x+27}\]\[h(-8)=\frac{(-8)^2+3\times (-8)}{4\times (-8)+27}\]
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