1 If f(x, y) = x3 + x²y3-2y2
, the value of the last
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Answer:
Given,
x
2
y
3
=(x+y)
5
Now taking logarithm with respect to the base e both sides we get,
2logx+3logy=5log(x+y)
Now differentiating both sides with respect to x we get,
x
2
+
y
3
dx
dy
=
x+y
5
(1+
dx
dy
)
or, (
x
2
−
x+y
5
)=(
x+y
5
−
y
3
)
dx
dy
or, (
x(x+y)
2y−3x
)=(
y(x+y)
2y−3x
)
dx
dy or,
dx
dy
=
x
y
.
Step-by-step explanation:
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