Twelve persons meet in a conference and each person shakes hands with all other persons. How many handshakes takes place between persons.?
Twelve persons meet in a conference and each person shakes hands with all other persons. How many handshakes takes place between persons.? Correct Answer 66
Given:
Twelve persons meet in a conference and each shakes hands with all each other
Formula Used:
nCr = n!/r!(n – r)!
Calculation:
To make a one handshake 2 person were required
Number of ways in which two people are selected 12C2
∴ Number of ways are 12C2 = 12!/2!(12 – 2)! = 66
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Feb 20, 2025