Using Bezout's Identity, which pair (x,y)(x, y)(x,y) satisfies 13x+11y=113x + 11y = 113x+11y=1?
x=5,y=−6x=5, y=-6x=5,y=−6
x=−5,y=6x=-5, y=6x=−5,y=6
x=6,y=−7x=6, y=-7x=6,y=−7
x=4,y=−5x=4, y=-5x=4,y=−5