Can someone please help me Find functions f and g so that h(x) = (f ∘ g)(x).
h(x) = (6x - 14)8
@nincompoop @ParthKohli @iGreen
hi pearl nice to see you again
Hi :) Did I copy this correctly $$ \Large h(x) = (6x-14)\cdot 8 $$
no it ^8
$$\Large h(x) = (6x-14)^8$$
yes :)
the 'inner' function is y = 6x-14 the 'outer' function y = u^8
how do you know this out of curiosity
and is the answer im trying to find just the inner and outer functions or does it go more in depth
basically by inspection (looking at it)
ok
$$\Large h(x) = f(g(x))$$ Let the inner function be g(x) = 6x-14 g takes x in, spits out 6x-14 then f takes 6x-14 and raises it to a power of 8 f(x) = x^8
|dw:1431355369880:dw|
that seems way to simple for pre calculus i mean theres no calculations to do or nothin?
the g function or machine takes x, multiplies by 6 and adds 14 the f function or machine takes whatever comes inside and raises it to power of 8
shouldnt it be subtracts 14 not adds
woops
what
|dw:1431355593761:dw|
typo , should be minus 14
|dw:1431355672166:dw|
Join our real-time social learning platform and learn together with your friends!