|x + 3| = |y - 4|, where x and y are non-zero integers. If |x| < 5 and |y| < 5, what is the maximum possible value... - The Beat The GMAT Forum

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|x + 3| = |y - 4|, where x and y are non-zero integers. If |x| < 5 and |y| < 5, what is the maximum possible value...

by AAPL » Fri Oct 30, 2020 3:27 pm

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|x + 3| = |y - 4|, where x and y are non-zero integers. If |x| < 5 and |y| < 5, what is the maximum possible value of -|xy|?

A. -12
B. -6
C. -4
D. -2
E. 0

OA D

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|x + 3| = |y - 4|, where x and y are non-zero integers. If |x| < 5 and |y| < 5, what is the maximum possible value...

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|x + 3| = |y - 4|, where x and y are non-zero integers. If |x| < 5 and |y| < 5, what is the maximum possible value...

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