The following functions f and g are periodic. You
can get the graph of g by changing the amplitude
and period of f, and then applying a translation.
Find function g(x) in terms of f(x).

Question

The following functions f and g are periodic. You 
can get the graph of g by changing the amplitude 
and period of f, and then applying a translation. 
Find function g(x) in terms of f(x).

anonymous · Answer

The graphs are below and what does it mean when it says, "put g(x) in terms of f(x)?"

anonymous · Answer

@iPwnBunnies, @zepdrix, @ganeshie8, @Hero, @tHe_FiZiCx99, @aum, @e.mccormick, @abb0t  please I am in need of immediate assistance

aum · Answer

I think this question was fully answered when you posted it before.

anonymous · Answer

although I wasn't sure about the answer that was given to me because it made me doubt myself if there was more to it than the equation for g(x)

anonymous · Answer

Not implying anything harsh, just that I was confused on what to do thats all.

anonymous · Answer

@dan815

aum · Answer

The question says:  Find function g(x) in terms of f(x).

Purely from memory I think the equation we got was: $g(x) = 1.5*f(2x) + 1.5$.
That is all they are asking for and that is what was derived (mostly by campbell).

anonymous · Answer

oh ok srry for the repetitveness and thanks @aum

aum · Answer

np.