Find (h.f.g)(-2) if f(x) = x2 - 5, g(x) = 3x + 1, h(x) = x + 3
is that hxfxg or composite functions?
yes
yes to which one?
composite
ok, well, when you have a composite function, you work from the inside out. First figure out the innermost value (which would be f(-2). Then plug that into g(x) and then plug the value you got for g(x) into f(x)
im really lost with this could u get me the answer plz that would be greatly appricated
well, first calculate h(-2)=(-2)+3 Then calculate g(h(-2) And then f(g(h(-2)) :D
im still not gettin it
i might have told u the wrong thing this is what i am looking for (hfg)(-2) =
:? what about it? ok-- f(g(h(-2))))=f(g(-2+3))=f(g(1))=f(3(1)+1))=f(4)=4^2 -5=9
Oh, sorry, my bad ok, we just switch it around a little
h(f(g((-2))))=h(f(3(-2)+1)))=h(f(-5))=h(25-5)=h(20)=20+3=23
THANK U
:D but do u understand how to do solve it urself?
YES I THINK SO ITS STILL KINDA HARD THO
if u get another question like it i can try helping u understand :)
Join our real-time social learning platform and learn together with your friends!