Recent content by m1sanch
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Rook-Chessboard problem. 6 rooks on 8 by 8 board
Oh ok thank you for the other alternative to look at this problem. It does make sense now.- m1sanch
- Post #5
- Forum: Calculus and Beyond Homework Help
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Rook-Chessboard problem. 6 rooks on 8 by 8 board
Ok so I can regard my multiset of "rooks" as being a set m={4*b,2*r,2*e} like you stated and use this theorem in my book that states: For n rooks of k colors the number or arrangements is equal to n!(n!/(the repetition number of each object)!). So the number of arrangements would be...- m1sanch
- Post #3
- Forum: Calculus and Beyond Homework Help
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M
Rook-Chessboard problem. 6 rooks on 8 by 8 board
Homework Statement How many ways can two red and four blue rooks be placed on an 8-by-8 chessboard so that no two rooks can attack one another. Homework Equations 1)Number of permutations with two types=(n choose n1)=n!/((n1!)(n-n11)) 2)Number of ways to place n rooks which have k...- m1sanch
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- Forum: Calculus and Beyond Homework Help