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Shaking Hands Math Problem

MYMyDogTasha•Created September 13, 2021
Shaking Hands Math Problem
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Instructions

Green flag to start 8 people stand in a circle and shake hands with each other. How many handshakes are there? n*(n-1)/2 Remember - A person cannot shake their own hand so n people, in this case, 8 people will shake hands with n-1 people, in this case 7 people. Also, the two same people shaking hands is counted only once.

Description

If n = 8, n*(n-1)/2 (8*7) /2 = 28 Another way of thinking about it is Person #8 shakes 7 other hands, #7 shakes 6 other hands, #6 shakes 5 other hands, ... person #1 shakes no hands 7 + 6 + 5 + 4 + 3 + 2 + 1 = 28

Project Details

Project ID569557916
CreatedSeptember 13, 2021
Last ModifiedNovember 10, 2021
SharedSeptember 21, 2021
Visibilityvisible
CommentsDisabled