f(x)=x^3=x^2 g(x)= x^3/2+5 Determine (F o G)(1)
f(x)= x^3 + x^2
(F o G) who is "o"?
f(g(1))
I am confused by f(x)=x^3=x^2 Is that what it is supposed to say?
I think you posted f(x) incorrectly @jfry
i did, it f(x)= x^3 + x^2
Now who lectured me about exactly what he is doing?????
I hope you're not referring to me. I didn't lecture you about anything
\[f(g(x))=(x ^{\frac{3}{2}}+5)^{3}+(x ^{\frac{3}{2}}+5)^{2}\]
Thank you
However, if all you want is the f(g(1)), the simplest approach would be to find the g(1) and put that result into f
g(1)=6 f(6)=216+36=252
Im not sure im getting this
The f(g(x)) means replace every x in the function f with the function g
i got it now, i was having trouble with the x^3/2. i thought it would be 1/2, not 1.
Sometimes it helps to make a diagram of the function f prepared to receive the function g|dw:1329525975930:dw|
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