2x+3y=-1
x - y = 2
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Do u want the solution of these 2 equations??
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Answer:
since
2x3yy′+(1−y2)(x2y2+y2−1)=0
then we have
2x3yy′=(y2−1)2+(y2−1)x2y2=(y2−1)2+(y2−1)x2(y2−1)+x2(y2−1)
so
x3(y2−1)′=(y2−1)2+(y2−1)2x2+x2(y2−1)
let y2−1=u,then we have
dudx=(1x+1x3)u2+ux
this is Bernoulli equation
−d(1/u)dx=1x⋅1u+1x3+1x
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