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GCD & LCMmedium
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Using Bezout's identity, if 7x0+11y0=17x_0 + 11y_0 = 17x0​+11y0​=1 has the solution (x0,y0)=(8,−5)(x_0, y_0) = (8, -5)(x0​,y0​)=(8,−5), then the general solution to 7x+11y=17x + 11y = 17x+11y=1 is:\n\nx=8+11t,y=−5−7tx = 8 + 11t, \quad y = -5 - 7tx=8+11t,y=−5−7t\n\nfor any integer ttt. Which of the following is NOT a solution to 7x+11y=17x + 11y = 17x+11y=1?