solve by cross multiplication method , ax+by=c ,bx+ay=1+c
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x= b²-a²/(-b-c)-(a-c)
=b²-a²/ -b-c+c-a
=b²-a²/-b-a
=a²-b²/a+b
=(a-b)(a+b)/a+b
=a-b
y=a²-b²/(-b-c)-(a-c)
=a²-b²/-b-a
=b²-a²/a+b
= (b-a)(b+a)/a+b
=b-a
therefore x=a-b and y=b-a
=b²-a²/ -b-c+c-a
=b²-a²/-b-a
=a²-b²/a+b
=(a-b)(a+b)/a+b
=a-b
y=a²-b²/(-b-c)-(a-c)
=a²-b²/-b-a
=b²-a²/a+b
= (b-a)(b+a)/a+b
=b-a
therefore x=a-b and y=b-a
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