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A square game board is divided into smaller squares, which are colored red and black as on a checkerboard. All four corner squares are black. Let r and b stand for the numbers of red and black squares, respectively. Find an expression for the difference between the number of black squares and the number of red squares.
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The question is incomplete, i GUess
yea im think that too If all 4 corner squares are black then there must be an odd number of squares on each side of the board. I don't know how many squares are on a checker board.
if squares are alternately black and red which makes sense i guess then the relationship ix b = r + 1.
or b - r = 1
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