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in Combinatorics and Mathematical Induction by (47.0k points)
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We wish to select 6 person from 8 but, if the person A is choosen, then B must be choosen. In how many ways can selections be made?

1 Answer

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by (49.2k points)
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Best answer

Total number of persons = 8 

Number of persons to be selected = 6

Condition is that if A is choosen, B must be choosen

Case I: When A is choosen, B must be choosen 

Number of ways = 6C4 [∴ A and B are set to be choosen]

Case II: When A is not choosen, then B may be choosen 

∴ Number of ways =7C6

Hence, the required number of ways = 22

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