f(x) = 3x^2 - 6 __________ x^ + 2x h(x) = 6x + 2 Find: f(h(-0.5)) ( ---- means its an fraction) Please helpp !!!
we first, find \[h(-0.5)=?\]
so, what do you get?
i dont get it at all i tried i dont get the answer thats one of the choices
@amandaschlor you solve h(x) using -0.5 as your input, then you take the output from that and plug it into your f(x) as its input, once you have solved f(x) you will have your answer.
input & output?
A function is like a machine, you give it "input" and it spits out "output". So whatever you plug in for 'x' is your input, and the results from the math is your output.
They ask you to solve f(h(-0.5)), so you start by feeding -0.5 into h(x). h(x) = 6x + 2 => h(-0.5)=6(-0.5)+2
so then what would you do?
Solve that and plug the answer in for each 'x' in your f(x) equation.
just find h(-0.5) first. dont check the answer yet
ploug in -0.5 for x in the equation for h(x) what do you get?
i dont get any of the choice answer, the choices are, 10,44,3,7 && i got 5?
like I said, do not check with the answer yet. just do it step by step what value do you get for h(-0.5)?
i am just so confused i dont get any of this.
good. so, do this step find h(-0.5) = ?
plug in x=-0.5 in the equation for h(x)
okay i did it equals -1
Now take your -1 and plug it for every 'x' in your equation for f(x)\[\frac{3x^{2} - 6}{x^{2} + 2x}\] to get your final answer.
\[ f(h(-0.5))=f(-1)=\frac{3(-1)^2-6}{(-1)^2+2(-1)}=? \]
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