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In how many ways a team of $11$ players be selected from a list of $16$ players where two particular players should always be included in the team.

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${}^{14}C_{9}$

${}^{14}C_{8}$

${}^{11}C_{9}$

${}^{16}C_{11}$

answer is A.

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Detailed Solution

Number of ways to make a team of $11$ players from $16$ players always including $2$ particular players $= {}^{16 - 2}C_{11 - 2} = {}^{14}C_{9}$

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