There are 2 cricket teams, A and B, with 11 players each. If every player of team A shakes hands with every player of team B (once), what will be the total number of handshakes?

AnswerBot
2y

Calculate the total number of handshakes between 2 cricket teams with 11 players each.

  • Use the formula n(n-1)/2 to calculate the number of handshakes for each team.

  • Multiply the result by the number of ...read more

Anonymous
1mo
1210
Amardeep Sethi
11mo
11x11=121
probir mandal
1y
The answer would be 121 11×11=121
banashree sengupta
1y

Eleven are the total number of handshakes

Abhishek kumar
1y

12 Players shakes hands

Anonymous
2y

The Answer is 121 total number handshake s.

Anonymous
2y

Forty four hands of shaking on the teams

Paridhi khandelwal
2y

Since each player shakes hands with 11 team members, all 11 will shake hands with -> 11*11 =121 hand shakes

rohin sethi
2y

11c2-2 Combination question

Anonymous
2y

Total number of handshakes are 110

Shashi Kiran
2y

121 is the correct answer

Praburam S
2y

The answer is May be 121 that means 11 x 11 = 121.

Rama Krishna
3y
There are 2 teams A and B, each team has 11 players right, so each player (i.e 11 players) in team A shakes hands with 11 players in team B, so the total number of handshakes is 11*11 = 121
Anonymous
3y

There are 2 teams A and B , each team have 11 players right, so team A shakes with team B players so total number of handshakes are 11.

Anonymous
3y

There are 2 teams A and B , each team have 11 players right, so team A shakes with team B players so total number of handshakes are 11.

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