The length of the subtangent (if exists) at any point on th-Turito

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The length of the subtangent (if exists) at any point θ on the ellipse $x squared over a squared minus y squared over b squared equals 1$ is

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$a | \sin θ | \sec^{2} θ$
$a \sin θ | \sec θ |$
$a | \sin θ \cos θ |$
$a \sin^{2} θ ∣ \sec θ$

Answer:The correct answer is: $a sin squared invisible function application theta ∣ sec invisible function application theta$

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Can’t find what you’re looking for?

The length of the subtangent (if exists) at any point θ on the ellipse $x squared over a squared minus y squared over b squared equals 1$ is

$a | \sin θ | \sec^{2} θ$
$a \sin θ | \sec θ |$
$a | \sin θ \cos θ |$
$a \sin^{2} θ ∣ \sec θ$

Answer:The correct answer is: $a sin squared invisible function application theta ∣ sec invisible function application theta$

Book A Free Demo

Related Questions to study

At what height over the earth's pole, the free fall acceleration decreases by one percent .=km(Re=6400 km)

At what height over the earth's pole, the free fall acceleration decreases by one percent .=km(Re=6400 km)

The radii of two planets are respectively R₁ and R₂ and their densities are respectively $rho subscript 1$ and $rho subscript 2$ the ratio of the accelerations due to gravity at their surface is……

The radii of two planets are respectively R₁ and R₂ and their densities are respectively $rho subscript 1$ and $rho subscript 2$ the ratio of the accelerations due to gravity at their surface is……

Weight of a body is maximum at

Weight of a body is maximum at

At what distance from the center of earth, the value of acceleration due to gravity g will be half that of the surfaces (R=Radius of earth)

At what distance from the center of earth, the value of acceleration due to gravity g will be half that of the surfaces (R=Radius of earth)

The function $f left parenthesis x right parenthesis equals square root of a squared minus x squared end root left parenthesis a greater than 0 right parenthesis$ is increasing in

The function $f left parenthesis x right parenthesis equals square root of a squared minus x squared end root left parenthesis a greater than 0 right parenthesis$ is increasing in

A body weight 500 N on the surface of the earth. How much would it weight half way below the surface of earth

A body weight 500 N on the surface of the earth. How much would it weight half way below the surface of earth

Following two isomers are
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Following two isomers are
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Number of optically active isomers of tartaric acid is
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The number of optically active isomers possible for - is -

The number of optically active isomers possible for - is -

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It has chiral centre (*). It is-

Let g be the acceleration due to gravity at earth's surface and k be the rotational K.E of earth suppose the earth's radius decreases by 2% keeping alt other quantities same then

Let g be the acceleration due to gravity at earth's surface and k be the rotational K.E of earth suppose the earth's radius decreases by 2% keeping alt other quantities same then

Optically active isomers but not mirror images are called -

Optically active isomers but not mirror images are called -

Which is a pair of geometrical isomers ?

Which is a pair of geometrical isomers ?

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The length of the subtangent (if exists) at any point θ on the ellipse is

Answer:The correct answer is:

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Related Questions to study

At what height over the earth's pole, the free fall acceleration decreases by one percent .=km(Re=6400 km)

At what height over the earth's pole, the free fall acceleration decreases by one percent .=km(Re=6400 km)

The radii of two planets are respectively R1 and R2 and their densities are respectively and the ratio of the accelerations due to gravity at their surface is……

The radii of two planets are respectively R1 and R2 and their densities are respectively and the ratio of the accelerations due to gravity at their surface is……

Weight of a body is maximum at

Weight of a body is maximum at

At what distance from the center of earth, the value of acceleration due to gravity g will be half that of the surfaces (R=Radius of earth)

At what distance from the center of earth, the value of acceleration due to gravity g will be half that of the surfaces (R=Radius of earth)

The function is increasing in

The function is increasing in

A body weight 500 N on the surface of the earth. How much would it weight half way below the surface of earth

A body weight 500 N on the surface of the earth. How much would it weight half way below the surface of earth

Following two isomers are–

Following two isomers are–

Number of optically active isomers of tartaric acid is–

Number of optically active isomers of tartaric acid is–

If then at has

If then at has

The number of optically active isomers possible for - is -

The number of optically active isomers possible for - is -

It has chiral centre (*). It is-

It has chiral centre (*). It is-

Let g be the acceleration due to gravity at earth's surface and k be the rotational K.E of earth suppose the earth's radius decreases by 2% keeping alt other quantities same then

Let g be the acceleration due to gravity at earth's surface and k be the rotational K.E of earth suppose the earth's radius decreases by 2% keeping alt other quantities same then

Optically active isomers but not mirror images are called -

Optically active isomers but not mirror images are called -

The sum of the subtangent and subnormal to the curve at is

The sum of the subtangent and subnormal to the curve at is

Which is a pair of geometrical isomers ?

Which is a pair of geometrical isomers ?

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Quick Links

The length of the subtangent (if exists) at any point θ on the ellipse $x squared over a squared minus y squared over b squared equals 1$ is

Answer:The correct answer is: $a sin squared invisible function application theta ∣ sec invisible function application theta$

The radii of two planets are respectively R₁ and R₂ and their densities are respectively $rho subscript 1$ and $rho subscript 2$ the ratio of the accelerations due to gravity at their surface is……

The radii of two planets are respectively R₁ and R₂ and their densities are respectively $rho subscript 1$ and $rho subscript 2$ the ratio of the accelerations due to gravity at their surface is……

The function $f left parenthesis x right parenthesis equals square root of a squared minus x squared end root left parenthesis a greater than 0 right parenthesis$ is increasing in

The function $f left parenthesis x right parenthesis equals square root of a squared minus x squared end root left parenthesis a greater than 0 right parenthesis$ is increasing in

Following two isomers are
–

Following two isomers are
–

Number of optically active isomers of tartaric acid is
–

Number of optically active isomers of tartaric acid is
–