There is a chessboard of 11x11 Find the number of ways of selecting 2 squares in such a way that selected squares should not share common side

Question

Saurabh Koranglekar · Answer

Dear student Ways of choosing 1st square = 121 C 1 = 121 Ways of choosing 2nd square = (121-11-10) C 1.= 100 Total ways = 12100 Regards

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There is a chessboard of 11x11 Find the number of ways of selecting 2 squares in such a way that selected squares should not share common side

There is a chessboard of 11x11
Find the number of ways of selecting 2 squares in such a way that selected squares should not share common side

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There is a chessboard of 11x11 Find the number of ways of selecting 2 squares in such a way that selected squares should not share common side

There is a chessboard of 11x11 Find the number of ways of selecting 2 squares in such a way that selected squares should not share common side

1 Answers

Think You Can Provide A Better Answer ?

Other Related Questions on 9 grade maths

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Answer and earn gift vouchers

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There is a chessboard of 11x11
Find the number of ways of selecting 2 squares in such a way that selected squares should not share common side