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How many non-negative integral solutions of (x, y, z) are there for the equation x + y + z = 15?
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what do u think??
question is almost same but constraints are different i.e. X , Y, Z > 0 Or we can write X>= 1, Y>=1, Z >= 1 Again the question is analogous to distributing 8 identical coins to three beggars But here the condition is every beggar should have atleast 1 coin so we will distribute 1 coin to each beggar in advance. So giving 1 coin to each beggar means we donated 3 coins. Thus we are left with 5 coins which we have to distribute among 3 beggars which can be done in
well it will give u a good idea
familiar with stars and bars ?
Thanks gorv!
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