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Mathematics
Problem
For the curve
λ
x
y
+
x
2
−
y
=
7
\lambda xy + x^{2} - y = 7
λ
x
y
+
x
2
−
y
=
7
, find the value of
λ
\lambda
λ
so that the tangent drawn at the point
(
2
,
3
)
(2,3)
(
2
,
3
)
is parallel to the line
y
=
−
7
x
+
5
y = -7x + 5
y
=
−
7
x
+
5
. a)
3
17
\dfrac{3}{17}
17
3
b)
1
1
1
c)
−
27
23
-\dfrac{27}{23}
−
23
27
d)
11
14
\dfrac{11}{14}
14
11
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