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GCD & LCMeasy
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The equation 3x+5y=13x + 5y = 13x+5y=1 has one solution (x,y)=(2,−1)(x, y) = (2, -1)(x,y)=(2,−1). The general solution is (x,y)=(2+5t,−1−3t)(x, y) = (2 + 5t, -1 - 3t)(x,y)=(2+5t,−1−3t) for any integer ttt. Which of the following is also a solution?