let (y+2, 2x - 1) = (x-1, y+2) find the value of de and y
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y
2
dx+xdy=
y
dy
dy
dx
+
y
2
x
=
y
3
1
IF =e
∫
y
3
1
dy
=e
−
y
1
e
−
y
1
⋅x=∫e
−
y
1
⋅
y
3
1
dy+C
xe
−
y
1
=e
−
y
1
+
y
e
−
y
1
+C
C=−
e
1
x=
2
3
−
e
1
when y=2.
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