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plug in 2 for X in the f(x) equation. Then plug that value you got for f(x) into the X value for g(x)
Okay I get -6 and 9...
\[(gof)(2)=g(f(2))=-2(-2 \times 2^{2}+3 \times 2-4)-3=2 \times 2^{2}-6 \times 2+8-3\] \[=2 \times 4-12+5=8-8=0\]
th epossible answers are -15, 9, -39, and 15.
\[-2(2^2)+6-4\] = -6
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-2(-6)-3 12-3 =9
The answer of gof(2)) is = 9
got ya! i guess I was just confused of what "gof" is..
Its basically putting the function of F into the x value or whatever variable G has.
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