Let f(x)=2x and g(x) = x^2 +4. Find (g • f)(-3)
g(x) = \(x^2 + 4\) f(x) = 2\(x\) (g o f)(x) = g ( f(x) ) Thus, (g o f)(-3) = g ( f(-3) ) Now calculate f(-3). Let f(-3) = a Your answer then will be g(a). Got it?
So would f(-3) be 2(-3)?
Yes @Dreaaaaaa
Can you carry on ?
So then the answer for f(x) would be -6 and I have to plug that into g(x)?
Exactly !
Okay thank you! I understand now !
You're welcome, have a great time at Openstudy !
is this a composition? I believe it is times
What do you mean?
is your dot a "dot product" which means to multiply or it is a hollow dot which means composition. It does matter because the other responses are for composition but I think it it solid and therefore it means multiplication
No it's not a solid it's an open circle. I just didn't have it on my keyboard :/
ok then an open circle is composition and the above instructions are correct.
Join our real-time social learning platform and learn together with your friends!