Proving associativity and scalar multiplication of convolution

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ky2168
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I know this is elementary but I'm having trouble with proofs of some of the convolution properties:

1. f * (g * h) = (f * g) * h
2. (cf) * g = c(f * g) = f * (cg)

Please show me the proofs step by step or lead me to a link where the detailed proofs are displayed.

Sorry for such elementary questions. I don't know why I'm not seeing it.
 
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By * I mean convolution.

I would think most people take

ab

as product while

a * b

to be convolution.