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Question
There are 3 pots and 4 coins. All these coins are to be distributed among these pots where any pot can contain any number of coins.
In how many ways all these coins can be distributed if all coins are identical but all pots are different?
There are 3 pots and 4 coins. All these coins are to be distributed among these pots where any pot can contain any number of coins.
In how many ways all these coins can be distributed if all coins are identical but all pots are different?
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Solution
The correct option is A 15
Required number of ways =4+3−1C3−1 (since it is of the form a+b+c=4)
=6C2=15
Required number of ways =4+3−1C3−1 (since it is of the form a+b+c=4)
=6C2=15
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