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The 9 horizontal and 9 vertical lines on...

The 9 horizontal and 9 vertical lines on an `8 xx 8` chessboard form 'r' rectangles and 's' squares. The ratio `s/r` in its lowest terms is

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Statement-1: Number of rectangles on a chessboard is .^(8)C_(2)xx.^(8)C_(2) . Statement-2: To form a rectangle, we have to select any two of the horizontal lines and any two of the vertical lines.

Statement-1: Number of rectangles on a chessboard is .^(8)C_(2)xx.^(8)C_(2) . Statement-2: To form a rectangle, we have to select any two of the horizontal lines and any two of the vertical lines.

Statement-1: Number of rectangles on a chessboard is .^(8)C_(2)xx.^(8)C_(2) . Statement-2: To form a rectangle, we have to select any two of the horizontal lines and any two of the vertical lines.

Statement-1: Number of rectangles on a chessboard is .^(8)C_(2)xx.^(8)C_(2) . Statement-2: To form a rectangle, we have to select any two of the horizontal lines and any two of the vertical lines.

Statement-1: Number of rectangles on a chessboard is .^(8)C_(2)xx.^(8)C_(2) . Statement-2: To form a rectangle, we have to select any two of the horizontal lines and any two of the vertical lines.