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04 Nov 2019, 00:37
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A manager is forming a 6-person team to work on a certain project. From the 11 candidates available for the team, the manager has already chosen 3 to be on the team. In selecting the other 3 team members, how many different combinations of 3 of the remaining candidates does the manager have to choose from?
A. 6
B. 24
C. 56
D. 120
E. 462
241/826
A. 6
B. 24
C. 56
D. 120
E. 462
241/826
06 Nov 2019, 07:51
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out of team of 6 ; 3 have been chosen from 11 candidates
it leaves us with 8 candidates which can be chosen for 3 position in 8c3 = 56 ways
IMO C
it leaves us with 8 candidates which can be chosen for 3 position in 8c3 = 56 ways
IMO C
SajjadAhmad
A manager is forming a 6-person team to work on a certain project. From the 11 candidates available for the team, the manager has already chosen 3 to be on the team. In selecting the other 3 team members, how many different combinations of 3 of the remaining candidates does the manager have to choose from?
A. 6
B. 24
C. 56
D. 120
E. 462
241/826
A. 6
B. 24
C. 56
D. 120
E. 462
241/826
06 Nov 2019, 08:40
Kudos
Bookmarks
SajjadAhmad
A manager is forming a 6-person team to work on a certain project. From the 11 candidates available for the team, the manager has already chosen 3 to be on the team. In selecting the other 3 team members, how many different combinations of 3 of the remaining candidates does the manager have to choose from?
A. 6
B. 24
C. 56
D. 120
E. 462
241/826
A. 6
B. 24
C. 56
D. 120
E. 462
241/826
Since 3 candidates are already selected from 11 candidates, 3 out of remaining 8 candidates are to be selected
Number of ways = 8C3 = 56
IMO C
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