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In how many ways can I organize this numbers: (1,1,0,0,0)?
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how many options do you have for picking the first element?
2
I thought that could be: 2*2*1*1*1, but it's not
2 is correct, a 1 or a 0, but i think this might be simpler if we just use the formula: \[\frac{n!}{k!r!}\]
there are 5 elements total, 5! there are 2 and 3 elements alike: 2!3!\[\frac{5!}{2!~3!}\]should be it
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5.4.3.2 ------ 3.2.2 5.2 = 10
00011 00101 01001 10001 00110 01010 10010 01100 10100 11000
Yes, that was the answer!
10
i was hoping it was a small number, that way we could dbl chk easier :)
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