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find f(n(x)) when f(x)=x-3 and n(x)=3x-5
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to get f(n(x)), just replace x in f(x) by n(x)=3x-5
So, 3(x-3)-5?
nopes, what u did is reverse, u put x in n(x) by f(x)=x-3 you had to put 'x' in f(x) by 3x-5
So, (3x-5)-3
yes, that is correct f(n(x))
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and it can be simplified
3x-8
thats correct final answer :)
can you help me with one more?
sure
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k(h(x)) when k(x)=x\[^{2}\]+4 and h(x)=x+2
when K(x)=x^2 +4 and h(x)=x+2
to get k(h(x)), just replace 'x' in k(x) by h(x) = x+2
wherever u see x in k(x) , replace it by x+2
x+2+2, x+4?
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nopes, |dw:1351061508901:dw|
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