In how many ways can 8 identical apples be divided among 3 sisters?

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Solution

The correct option is C 45
Given, a + b + c = 8, where a, b and c represent three sisters.
Number of ways = $^{8 + 3 - 1} C_{3 - 1} =^{10} C_{2} = 45$

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In how many ways can 8 identical apples be divided among 3 sisters?

The correct option is C 45Given, a + b + c = 8, where a, b and c represent three sisters. Number of ways = 8+3−1C3−1=10C2=45

The correct option is C 45
Given, a + b + c = 8, where a, b and c represent three sisters.
Number of ways = $^{8 + 3 - 1} C_{3 - 1} =^{10} C_{2} = 45$