One solution to 7x+11y=17x + 11y = 17x+11y=1 is (x0,y0)=(−3,2)(x_0, y_0) = (-3, 2)(x0,y0)=(−3,2). Which formula gives ALL integer solutions?
x=−3+11t,y=2+7tx = -3 + 11t, y = 2 + 7tx=−3+11t,y=2+7t
x=−3−11t,y=2−7tx = -3 - 11t, y = 2 - 7tx=−3−11t,y=2−7t
x=−3+11t,y=2−7tx = -3 + 11t, y = 2 - 7tx=−3+11t,y=2−7t
x=−3+7t,y=2−11tx = -3 + 7t, y = 2 - 11tx=−3+7t,y=2−11t