How do different transformations affect g(x)?

flyingpig
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1

Homework Statement



Back in pre-calc, I learned that f(x) can be transformed in the ways of

y = af(bx +c) + d

But very often I come across nastier functions that aren't transformed by scalars, but instead let's say

y = g(x)

what does the transformation do to g(x)?

1. g(x) + x

2. xg(x)

3. \sqrt{g(x)}

4. sin(x)g(x) (in the case of g(x) being any elementary trig function)



The Attempt at a Solution



not a clue
 
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I don't think that there are transformations for those functions. g(x) would be an entirely different function.
 
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