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Cn,p = n! / p!(n-p)!
C10,3/C5,3 = [10!/3!(10-3)! / 5! / 3!(5-3)!]
C10,3/C5,3 = [(10!/3!*7!) / (5! / 3!*2!)]
C10,3/C5,3 = (10!*3!*2!) / (3!*7!*5!)
C10,3/C5,3 = (10!*2!) / (7!*5!)
C10,3/C5,3 = (10*9*8*7!*2!) / (7!*5!)
C10,3/C5,3 = (10*9*8*2) / (5!)
C10,3/C5,3 = 1440/120
C10,3/C5,3 = 12
C10,3/C5,3 = [10!/3!(10-3)! / 5! / 3!(5-3)!]
C10,3/C5,3 = [(10!/3!*7!) / (5! / 3!*2!)]
C10,3/C5,3 = (10!*3!*2!) / (3!*7!*5!)
C10,3/C5,3 = (10!*2!) / (7!*5!)
C10,3/C5,3 = (10*9*8*7!*2!) / (7!*5!)
C10,3/C5,3 = (10*9*8*2) / (5!)
C10,3/C5,3 = 1440/120
C10,3/C5,3 = 12
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