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Standard XII
Mathematics
Co-normal points
Algebraic sum...
Question
Algebraic sum of the slopes of normals at co-normal points is zero.
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Similar questions
Q.
Algebraic sum of the ordinates of the co-normal points is zero.
Q.
If the normals from any point to the parabola
y
2
=
4
x
cuts the line
x
=
2
in the points whose ordinates are in A.P, then What will be the relationship between slopes of tangents at the co-normal points?
Q.
From a variable point
P
,
normal is drawn to the hyperbola
x
y
=
16.
If sum of slopes of normal is equal to the sum of ordinates and abscissas of feet of normal, then the locus of point
P
is the curve
C
.
Which of the following is (are) CORRECT ?
Q.
A point
P
moves such that sum of the slopes of the normals drawn from it to the hyperbola
x
y
=
16
is equal to the sum of ordinates of feet of normals. The locus of
P
is a curve
C
.
The equation of the curve
C
is :
Q.
If the sum of the slopes of the normals from a point
P
on hyperbola
x
y
=
c
2
is constant
k
(
k
>
0
)
, then the locus of
P
is
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