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how many counting numbers have three distinct nonzero digits such that the sum of the three digits is 7?
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The number 124 works, can't think of another. (1+2+4 = 7)
there are a number of ways you can make a sum of 7 124 and sa me numbers in a different order
neither can I
Oh right, the order matters too.
yes there are 6 ways of ordering 124
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Can someone help me when your done here?
So i guess the question would be in how many ways can you rearrange 124, which you probably know how to do by now.
yes its 3! which is 3*2*1
So the actual number is 3? Because that's how many times it could be rewritten
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