That depends on where any other pieces are on the board. The minimum is 2, but the maximum may be 20 or higher.
Kitty Corner is diagonal from the object you are describing. Catty Corner is directly opposite to the Kitty Corner position. Therefore, Catty Corner to Kitty Corner, is Kitty Corner again, if you were in a square. Then take a polygon - say a Heptagon. Kitty Corner to one area and Caddy Corner from that point could be two different positions.
It depends on how the rice is stacked on the chessboard.
Missing information. The rectangle could be a square then the two sides would be the square root of 5000 or about 70.71. As the rectangle gets longer the sides change and thus the dimensions.
Assuming that a diagonal is a line drawn from corner to corner crossing in the centre, it could be said that a sphere doesn't have diagonals (no corners). But, based on world navigation, for every point on one surface, there must be a diagonal line to its opposite point, passing through the centre of the world. Therefore, the number of diagonals worldwide is unlimited.
Bishops move diagonally as far as they want if not blocked be another piece.. If the Bishop were to start in one corner of the board, it could move a maximum of seven squares to reach the opposite corner..
No. It could be a kite.
No. It would be a diagonal.
Depending on which two vertices, it could be a side and it could be a diagonal.
Using Pythagoras' theorem the diagonal brace needs to be 15 feet
corner?
you could jump out from behind a corner
All I could find was that a nub corner has to do with a passing formation in American Football. See:Training the “Nub†Side Corner in the Run GameandCatholic Football League