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[COMBINATIONS—VERIFICATION] A soccer player can choose from 4 different shirts, 2 different pairs of shorts, and 3 different pairs of socks. How many different uniform combinations can be chosen of one shirt, one pair of shorts, and one pair of socks?
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4*2*3=24
independent events
How would you explain your reasoning for your solution
if events are mutually independent, their probabilities multiply. also, logically, each shirt goes with a unique pair of shoe and sock; each shoe goes with a sock.
If you really wanted to get technical: \[ \binom{4}{1}\cdot \binom{2}{1}\cdot \binom{3}{1} \]
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But since \(\binom{n}{1}=n\) it doesn't matter.
4 x 2x3=24
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