What is the minimum number of moves for a chess knight to go from one corner of a 100 100 board to the diagonally opposite corner?

64
What is the minimum number of moves needed for a chess knight to go from one corner of a 100 x 100 board to the diagonally opposite corner? Puzzle 48: Hard Solutions Answer: The minimum number of moves is 64.

What is the minimum number of queens required to dominate the whole 8 8 chess board?

How many queens are required to cover every square in an 8*8 chessboard? – Quora. To cover every square on a chessboard, one would need 64 queens, i.e. the no.

What is the minimum number of queens with which you can cover every square of chess board also show their arrangement?

One will require a minimum 5 Queens. A lots of arrangement is possible. 5 queens can be arranged, covering all the squares of chess board, and No queen kills the other. 5 queens can be arranged, covering all the squares of chess board, and No queen kills the other.

How many steps knight can take?

Movement. Compared to other chess pieces, the knight’s movement is unique: it may move two squares vertically and one square horizontally, or two squares horizontally and one square vertically (with both forming the shape of an L). This way, a knight can have a maximum of 8 moves.

What is the maximum number of knights?

32
Problems are further extended by asking how many possible solutions exist. Further generalization are the same problems for NxN boards. The maximum number of independent kings on an 8×8 chessboard is 16, queens – 8, rooks – 8, bishops – 14, knights – 32.

Is it possible to have 9 queens?

A player may promote to any piece they wish, regardless of whether or not such a piece has been captured. In theory, a player could have nine queens, ten knights, ten bishops or ten rooks, though these are highly improbable scenarios. Some chess sets come with an extra queen of each color to use for promoted pawns.