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(0, - 1) And (0, 3) Are Two Opposite Vertices Of A Square. The Other Two Vertices Are

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The Mid - Points Of The Sides Of A Triangle Are D (6, 1), E (3, 5) And F(-1, - 2), Then The Vertex Opposite To D Is

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The Point P Is Equidistant From A (1, 3), B (-3, 5) And C (5, -1), Then PA Is Equal To

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If P(1, 2), Q (4, 6), R(5, 7) And S (a, B) Are The Vertices Of A Parallelogram PQRS, Then

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The Image Of The Center Of The Circles X^2 + Y^2 = A^2 With Respect To The Mirror Image X + Y = 1 Is

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4 Years Ago

The Mid Point Of The Line Joining The Points (-10, 8) And (-6, 12) Divides The Line Joining The Points (4, - 2) And (-2, 4) In The Ratio

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Ne Possible Condition For The Three Points (a, B), (b, A) And (a^2, - B^2) To Be Collinear, Is

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4 Years Ago

Point Q Is Symmetric To P(4, - 1) With Respect To The Bisector Of The First Quadrant. The Length Of PQ Is

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If A (k,2) And B (3, 5) Are Points C(1, 1) Divides AB From A Is In The Ratio Of K, That K

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If C Is The Reflection Of A(2, 4) In X - Axis And B Is The Reflection Of C Is Y - Axis, Then |AB| Is Equal To

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4 Years Ago

If Algebraic Sum Of Distances Of A Variable Line From Points (2, 0), (0, 2) And (-2, -2) Is Zero, Then The Line Passes Through The Fixed Point

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4 Years Ago

The Angle Of Elevation Of The Sun, If The Length Of The Shadow Of A Tower Is Root 3 Times The Height Of The Pole, Is

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4 Years Ago

The Horizontal Distance Between Two Towers Is 60 M And The Angle Of Depression Of The Top Of The First Tower As Seen From The Top Of The Second Is 30 Degree. If The Height Of The Second Tower Is 150 M

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4 Years Ago

A Tower Stands At The Centre Of A Circular Park. A And B Are Two Points On The Boundary Of The Park Such That AB (= A) Subtends An Angle Of 60 Degree At The Foot Of The Tower And The Angle Of Elevatio

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4 Years Ago

The Elevation Of An Object On A Hill Is Observed From A Certain Point In The Horizontal Plane Through Its Base, To Be 30 Degree. After Walking 120 M Towards It On Level Ground, The Elevation Is Found

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4 Years Ago

From The Top Of A Hill H Meters High, The Angles Of Depressions Of The Top And The Bottom Of A Pillar Are Î± And Beta, Respectively. The Height (in Metres) Of The Pillar Is

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4 Years Ago

AB Is A Vertical Pole With B At The Ground Level And A At The Top. A Man Finds That The Angle Of Elevation Of The Point A From A Certain Point Con The Ground Is 60degree. Ile Moves Away From The Pole

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4 Years Ago

The Angle Of Elevation Of The Top Of A Hill From A Point Is A. After Walking B Meters Towards The Top Up A Slope Inclined At An Angle Beta To The Horizon, The Angle Of Elevation Of The Top Becomes Y .

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Drishti 4 Years Ago

From The Top Of A Tower, The Angle Of Depression Of A Point On The Ground Is 60 Degree. If The Distance Of This Point From The Tower Is 1/(root 3+1) M, Then The Height Of The Tower Is

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A Man From The Top Of A 100 M High Tower Sees A Car Moving Towards The Tower At An Angle Of Depression Of 30degree. After Sometime, The Angle Of Depression Becomes 60 Degree. The Distance Travelled By

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Modified 4 Year Ago
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4 Years Ago

A Ladder Rests Against A Wall So That Its Top Touches The Roof Of The House. If The Ladder Makes An Angle Of 60 Degree With The Horizontal And Height Of The House Is 6 Root 3 In, Then The Length Of

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Modified 4 Year Ago
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4 Years Ago

A House Of Height 100 M Subtends A Right Angle At The Window Of An Opposite House. If The Height Of The Window Is 64 M, Then The Distance Between The Two Houses Is

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Modified 4 Year Ago
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4 Years Ago

The Angle Of Elevation Of Top Of A Tower From A Point On The Ground Is 30degre And It Is 60 Degree When It Is Viewed From A Point Located 40 M Away From The Initial Point Towards The Tower. The Height

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Modified 4 Year Ago
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4 Years Ago

A House Subtends A Right Angle At The Window Of An Opposite House And The Angle Of Elevation Of The Window From The Bottom Of The First House Is 60 Degree. If The Distance Between The Two Houses Is 6

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From An Aeroplane Flying, Vertically Above A Horizontal Road, The Angles Of Depression Of Two Consecutive Stones On The Same Side Of The Aeroplane Are Observed To Be 30 Degree And 60 Degree, Respectiv

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Modified 4 Year Ago
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A Flagpole Stands On A Building Of Height 450 Ft And An Observer On A Level Ground Is 300 Ft From The Base Of The Building. The Angle Of Elevation Of The Bottom Of The Flagpole Is 30 Degree And The

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Modified 4 Year Ago
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4 Years Ago

The Angle Of Elevation Of The Top Of A TV Tower From Three Points A, B And C In A Straight Line Through The Foot Of The Tower Are A, 2a And 3a, Respectively. If AB = A, Then Height Of The Tower Is

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Modified 4 Year Ago
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4 Years Ago

The Shadow Of Tower Standing On A Level Ground Is X Meters Long When The Sun\s Altitude Is 30degree, While It Is Y Meters Long When The Altitude Is 60degree. If The Height Of The Tower Is 45.root 3/2

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Modified 4 Year Ago
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4 Years Ago

A Round Balloon Of Radius R Subtends An Angle A At The Eye Of The Observer, While The Angle Of Elevation Of Its Center Is Beta. The Height Of The Centre Of Balloon Is

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Modified 4 Year Ago
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4 Years Ago

The Base Of A Cliff Is Circular. From The Extremities Of A Diameter Of The Base Angles Of Elevation Of The Top Of The Cliff Are 30degree And 60degree. If The Height Of The Cliff Is 500 M, Then The Dia

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Modified 4 Year Ago

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5838 of 46300 Questions

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(0, - 1) And (0, 3) Are Two Opposite Vertices Of A Square. The Other Two Vertices Are

The Mid - Points Of The Sides Of A Triangle Are D (6, 1), E (3, 5) And F(-1, - 2), Then The Vertex Opposite To D Is

The Point P Is Equidistant From A (1, 3), B (-3, 5) And C (5, -1), Then PA Is Equal To

If P(1, 2), Q (4, 6), R(5, 7) And S (a, B) Are The Vertices Of A Parallelogram PQRS, Then

The Image Of The Center Of The Circles X^2 + Y^2 = A^2 With Respect To The Mirror Image X + Y = 1 Is

The Mid Point Of The Line Joining The Points (-10, 8) And (-6, 12) Divides The Line Joining The Points (4, - 2) And (-2, 4) In The Ratio

Ne Possible Condition For The Three Points (a, B), (b, A) And (a^2, - B^2) To Be Collinear, Is

Point Q Is Symmetric To P(4, - 1) With Respect To The Bisector Of The First Quadrant. The Length Of PQ Is

If A (k,2) And B (3, 5) Are Points C(1, 1) Divides AB From A Is In The Ratio Of K, That K

If C Is The Reflection Of A(2, 4) In X - Axis And B Is The Reflection Of C Is Y - Axis, Then |AB| Is Equal To

If Algebraic Sum Of Distances Of A Variable Line From Points (2, 0), (0, 2) And (-2, -2) Is Zero, Then The Line Passes Through The Fixed Point

The Angle Of Elevation Of The Sun, If The Length Of The Shadow Of A Tower Is Root 3 Times The Height Of The Pole, Is

The Horizontal Distance Between Two Towers Is 60 M And The Angle Of Depression Of The Top Of The First Tower As Seen From The Top Of The Second Is 30 Degree. If The Height Of The Second Tower Is 150 M

A Tower Stands At The Centre Of A Circular Park. A And B Are Two Points On The Boundary Of The Park Such That AB (= A) Subtends An Angle Of 60 Degree At The Foot Of The Tower And The Angle Of Elevatio

The Elevation Of An Object On A Hill Is Observed From A Certain Point In The Horizontal Plane Through Its Base, To Be 30 Degree. After Walking 120 M Towards It On Level Ground, The Elevation Is Found

From The Top Of A Hill H Meters High, The Angles Of Depressions Of The Top And The Bottom Of A Pillar Are Î± And Beta, Respectively. The Height (in Metres) Of The Pillar Is

AB Is A Vertical Pole With B At The Ground Level And A At The Top. A Man Finds That The Angle Of Elevation Of The Point A From A Certain Point Con The Ground Is 60degree. Ile Moves Away From The Pole

The Angle Of Elevation Of The Top Of A Hill From A Point Is A. After Walking B Meters Towards The Top Up A Slope Inclined At An Angle Beta To The Horizon, The Angle Of Elevation Of The Top Becomes Y .

From The Top Of A Tower, The Angle Of Depression Of A Point On The Ground Is 60 Degree. If The Distance Of This Point From The Tower Is 1/(root 3+1) M, Then The Height Of The Tower Is

A Man From The Top Of A 100 M High Tower Sees A Car Moving Towards The Tower At An Angle Of Depression Of 30degree. After Sometime, The Angle Of Depression Becomes 60 Degree. The Distance Travelled By

A Ladder Rests Against A Wall So That Its Top Touches The Roof Of The House. If The Ladder Makes An Angle Of 60 Degree With The Horizontal And Height Of The House Is 6 Root 3 In, Then The Length Of

A House Of Height 100 M Subtends A Right Angle At The Window Of An Opposite House. If The Height Of The Window Is 64 M, Then The Distance Between The Two Houses Is

The Angle Of Elevation Of Top Of A Tower From A Point On The Ground Is 30degre And It Is 60 Degree When It Is Viewed From A Point Located 40 M Away From The Initial Point Towards The Tower. The Height

A House Subtends A Right Angle At The Window Of An Opposite House And The Angle Of Elevation Of The Window From The Bottom Of The First House Is 60 Degree. If The Distance Between The Two Houses Is 6

From An Aeroplane Flying, Vertically Above A Horizontal Road, The Angles Of Depression Of Two Consecutive Stones On The Same Side Of The Aeroplane Are Observed To Be 30 Degree And 60 Degree, Respectiv

A Flagpole Stands On A Building Of Height 450 Ft And An Observer On A Level Ground Is 300 Ft From The Base Of The Building. The Angle Of Elevation Of The Bottom Of The Flagpole Is 30 Degree And The

The Angle Of Elevation Of The Top Of A TV Tower From Three Points A, B And C In A Straight Line Through The Foot Of The Tower Are A, 2a And 3a, Respectively. If AB = A, Then Height Of The Tower Is

The Shadow Of Tower Standing On A Level Ground Is X Meters Long When The Sun\s Altitude Is 30degree, While It Is Y Meters Long When The Altitude Is 60degree. If The Height Of The Tower Is 45.root 3/2

A Round Balloon Of Radius R Subtends An Angle A At The Eye Of The Observer, While The Angle Of Elevation Of Its Center Is Beta. The Height Of The Centre Of Balloon Is

The Base Of A Cliff Is Circular. From The Extremities Of A Diameter Of The Base Angles Of Elevation Of The Top Of The Cliff Are 30degree And 60degree. If The Height Of The Cliff Is 500 M, Then The Dia

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