(x+y)^2+2(x+y)+1 is equivalent to
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2
Answer:
2
x
+2
y
=2
x+y
Differentiating both sides
ln2.2
x
+ln2.2
y
dx
dy
=ln2.2
x+y
(1+
dx
dy
)
2
x
+2
y
dx
dy
=2
x+y
(1+
dx
dy
)
2
x
+2
y
dx
dy
=2
x+y
+2
x+y
dx
dy
(2
y
−2
x+y
)
dx
dy
=(2
x+y
−2
x
)
dx
dy
=
2
y
−2
x+y
2
x+y
−2
x
dx
dy
=
2
y
(1−2
x
)
2
x
(2
y
−1)
dx
dy
=2
x−y
(
1−2
x
2
y
−1
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