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Precal Help please
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@kirbykirby I do not know how to multiply these 2 together for f*g and g*f
It's not multiplication. It is "of"
Isnt it the same thing though?
\[f(\color{red}{x})= 6-\color{red}{x}^2\] so, if you find \(fog\), that means \[f(\color{red}{g(x)})= 6-\color{red}{(g(x)})^2\]
Where you see x, replace by g(x)
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You misunderstood the concept. It is NOT multiplication (Again)
alright sqrt 6= 6- sqrt 6 ^2?
replace the whole g(x) in your g(x) = \(\sqrt 6 -x\) so that \[f(\color{red}{g(x)})= 6-\color{red}{(\sqrt6 -x)})^2\]
do some algebra to get the answer.
Like "father of father is grandfather, it's not \(father ^2\)
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