Question

In how many ways a team of 11 players can be formed out of 25 players

Answer 1

Answer:

its squad different players canly will actively players will selected

Answer 2

Number of ways 11 payers can be chosen out of 25 players is 4457400

Step-by-step explanation:

$\textbf{Total number of players = 25}\\\\\textbf{Number of players to be chosen = 11}$$\text{(Given in question)}$

$\text{If we have total n possible quantities in which we have to choose r unordered quantities\\}$$\text{this is called combination of quantities}$

$\textbf{\[^nC_r\]=}\frac{n!}{(n-r)!(r)!\\}$

$\text{Here}\\ \textbf{Value of n = 25 , Value of r = 11}$

$\text{Putting in above equation}$

$\textbf{\[^25C_11\]=}\frac{25!}{(14)!(11)!\\}$

$\textbf{ = 4457400}\\\\\textbf{So number of ways 11 players can be choosen are 4457400}$