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Call the unknown value of (x - y) d. Then x = y + d; from the problem statement,
y + d + 2(y + d) +5 = y + 2y; expanding yields
y + d + 2y + 2d + 5 = y + 2y; (y + 2 y) can be subtracted from both sides and terms in d collected to result in 3d + 5 = 0; 3d = -5; d = -5/3.
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