Math, asked by shezaahmed3027, 11 months ago

A chess board is given .2 squares are choosen randomly.find the probability so that no common sides of square matches.

Answers

Answered by vinodpattar75
0

We may count the couples of adjacent squares in the following way: for any square, we may consider how many adjacent squares there are, sum everything, divide by two:

4⋅2+24⋅3+36⋅42=112.

The couples of squares are (642)=2016, hence the wanted probability is

1122016=118.

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