How many ways can a football team of 11 players be selected from 16 players how many of these will I include 2 particular players ii exclude 2 particular players?
Table of Contents
- 1 How many ways can a football team of 11 players be selected from 16 players how many of these will I include 2 particular players ii exclude 2 particular players?
- 2 How many ways can a team of 11 players be made out of 15 cricket players if a particular player can never be included in the selection?
- 3 How many ways can a cricket team of 11 players?
- 4 How many players on a cricket team can be made?
- 5 How many ways can you select 11 players out of 16?
- 6 How many ways can you select a player from a team?
How many ways can a football team of 11 players be selected from 16 players how many of these will I include 2 particular players ii exclude 2 particular players?
Solution(By Examveda Team) = 4368 ways.
How many ways can a team of 11 players be made out of 15 cricket players if a particular player can never be included in the selection?
Description for Correct answer: Since, particular player is always chosen. It means that 11 � 1 = 10 players are selected out of the remaining 15 � 1 = 14 players. So the required number of ways = 14C10=14!
How many ways can a cricket team of 11 players?
Solution(By Examveda Team) 11 players can be selected out of 16 in 16C11 ways = 16!/(11! 5!) = 4368 ways.
How many ways can a cricket team of 11?
What is the probability of selecting 11 players from 22 players?
Hey, it is very 2 simple. 11 persons out of 22 persons can be selected in C(22, 11) = 22!/11! ×11! = 705432 no.
How many players on a cricket team can be made?
– Competoid.com In how many ways, a cricket team of 11 players can be made from 15 players, if a particular player is never chosen? Since, particular player is never chosen. It means that 11 players are selected out of 15 ½ 1 = 14 players.
How many ways can you select 11 players out of 16?
11 players can be selected out of 16 in 16 C 11 ways = 16!/ (11! 5!) = 4368 ways. Now, If two particular players is to be included and one particular player is to be rejected, then we have to select 9 more players out of 13 in 13 C 9 ways. = 13!/ (9! 4!) = 715 ways.
How many ways can you select a player from a team?
Since one player has to be included in the team you have to select only 10 more players. Since another player has to be kept out of the team you have only 13 players to select from. So the number of ways is = choosing 10 players out of 13 players = ( 13 10) = 286
How many players are to be selected in 14c10?
(i) There is no restriction on the selection. (ii) A particular player is always chosen. (iii) A particular player is never chosen. Please log in or register to add a comment. = 1365. (ii) If a particular is always chosen there will be only 14 players left put, in which 10 are to selected in 14C10 ways.