Maths-
General
Easy
Question
The value of
equals:
The correct answer is: 
Related Questions to study
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is equal to‐
is equal to‐
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equals‐
equals‐
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If
, where
, then Limitx
has the value
If
, where
, then Limitx
has the value
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The equation of the directrix of the parabola

The equation of the directrix of the parabola

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The equation of the common tangent touching the circle
and the parabola
above the
‐axis is:
The equation of the common tangent touching the circle
and the parabola
above the
‐axis is:
Maths-General
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If the line x‐1 =0 is the directrix of the parabola
, then one of the values of
is :
If the line x‐1 =0 is the directrix of the parabola
, then one of the values of
is :
Maths-General
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Assertion (A): Three normals are drawn from the point
’ with slopes
to the parabola
If locus of ‘
’ with
is a part of the parabola itself then 
Reason (R): If normals at
and
are concurrent then 
Assertion (A): Three normals are drawn from the point
’ with slopes
to the parabola
If locus of ‘
’ with
is a part of the parabola itself then 
Reason (R): If normals at
and
are concurrent then 
maths-General
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ABCD and EFGC are squares and the curve
passes through the origin
and the points
and F The ratio
is:

ABCD and EFGC are squares and the curve
passes through the origin
and the points
and F The ratio
is:

maths-General
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Statement‐I :: With respect to a hyperbola
pependicular are drawn from a point (5, 0) on the lines
, then their feet lie on circle 
Statement‐II :: If from any foci of a hyperbola perpendicular are drawn on the asymptotes of the hyperbola then their feet lie on auxiliary circle.
Statement‐I :: With respect to a hyperbola
pependicular are drawn from a point (5, 0) on the lines
, then their feet lie on circle 
Statement‐II :: If from any foci of a hyperbola perpendicular are drawn on the asymptotes of the hyperbola then their feet lie on auxiliary circle.
maths-General
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A hyperbola, having the transverse axis of length
, is confocal with the ellipse
Then its equation is ‐
A hyperbola, having the transverse axis of length
, is confocal with the ellipse
Then its equation is ‐
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The latus rectum of the hyperbola
is‐
The latus rectum of the hyperbola
is‐
Maths-General
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Statement‐I :: If a point
lies in the shaded region
, show in the figure, then 
Statement‐II ::
lies outside the hyperbola
, then 

Statement‐I :: If a point
lies in the shaded region
, show in the figure, then 
Statement‐II ::
lies outside the hyperbola
, then 

maths-General
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Statement‐I The ellipse
and
are congruent.
Statement‐II The ellipse
and
have the same eccentricity.
For such questions, we should know properties of ellipse. We should know all the formulas related to ellipse. The axis which is larger is always the major axis.
Statement‐I The ellipse
and
are congruent.
Statement‐II The ellipse
and
have the same eccentricity.
Maths-General
For such questions, we should know properties of ellipse. We should know all the formulas related to ellipse. The axis which is larger is always the major axis.
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The minimum area of triangle formed by tangent to the ellipse
and coordinate axes‐
The minimum area of triangle formed by tangent to the ellipse
and coordinate axes‐
Maths-General