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Diophantine Equationseasy
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The general solution to 2x+3y=12x + 3y = 12x+3y=1 is given by (x,y)=(x0,y0)+t(b′,a′)(x, y) = (x_0, y_0) + t(b', a')(x,y)=(x0​,y0​)+t(b′,a′) where (x0,y0)(x_0, y_0)(x0​,y0​) is a particular solution and (b′,a′)(b', a')(b′,a′) encodes the homogeneous solutions. Which of the following is correct?