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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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4 Years Ago

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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4 Years Ago

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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4 Years Ago

P Is A Point On The Segment Joining The Feet Of Two Vertical Poles Of Heights A And B. The Angles Of Elevation Of The Tops Of The Poles From P Are 45degree Each. Then, The Square Of The Distance Betwe

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Modified 4 Year Ago
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4 Years Ago

ABC Is A Triangular Park With ,AB = AC = 100 M. A Clock Tower Is Situated At The Mid-point Of BC. The Angle Of Elevation, If The Top Of The Tower At A And B Are

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Modified 4 Year Ago
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4 Years Ago

From The Top Of A Cliff 50 M High, The Angles Of Depression Of The Top And Bottom Of A Tower Are Observed To Be 30degree And 45degree. The Height Of Tower Is

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Modified 4 Year Ago
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4 Years Ago

Angles Of Elevation Of The Top Of A Tower From Three Points (collinear) A ,B And C On A Road Leading To The Foot Of The Tower Are 30 Degree, 45 Degree And 60 Degree, Respectively. The Ratio Of AB To

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Modified 4 Year Ago
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4 Years Ago

The Angles Of Elevation Of The Top Of A Tower At Two Points, Which Are At Distances A And B From The Foot In The Same Horizontal Line And On The Same Side Of The Tower, Are Complementary. The Height

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Modified 4 Year Ago
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4 Years Ago

A Vertical Pole PO Is Standing At The Centre 0 Of A Square ABCD. If AC Subtends An < 90 Degree At The Top P Of The Pole, Then The Angle Subtended By A Side Of The Square At P Is

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Modified 4 Year Ago
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4 Years Ago

ABCD Is A Square Plot. The Angle Of Elevation Of The Top Of A Pole Standing At D From A Or C Is 30 Degree And That From B Is Theta, Then Tan Theta Is Equal To

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4 Years Ago

Two Sides Of A Triangle Are Given By The Roots Of The Equations

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4 Years Ago

In A Triangle ABC, E (b + C) Tan A/2 Tan (B - C/2) Is Equal To

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4 Years Ago

In A Triagle ABC, A (cos2 B + Cos2 C ) + Cos A (c Cos C + B Cos B) Is Equal To

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4 Years Ago

If In A Triangle ABC, A = 5, B = 4, A = Pie/2 + B, Then C

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4 Years Ago

If Triange = A^2 - (b - C)^2, Where Triangle Is The Area Of Triangle ABC, Then Tan A Is Equal To

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Modified 4 Year Ago
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4 Years Ago

If Two Angles Of A Triangle Are 45 Degree And Tan^-1 (2), Then The Third Angle Is

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4 Years Ago

If Sin A : Sin B : Sin C = 3 : 4 : 5, Then Cos A : Cos B Is Equal To

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4 Years Ago

The Angles Of A Triangle Are In The Ratio 3 : 5 : 10. Then, The Ratio Of The Smallest Side To The Greatest Side Is

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Modified 4 Year Ago
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4 Years Ago

In A Triangle ABC, B = Root 3, C = 1 And

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Aishwarya 4 Years Ago

The Area Of The Triangle ABC, In Which A = 1, B = 2,

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In A Triangle ABC, If B + C = 2a And

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4 Years Ago

In A Triangle ABC, A = 8 Cm, H = 10 Cm, C = 12 Cm Then, Relation Between Angles Of The Triangle Is

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4 Years Ago

If C Right Angle Of A Triangle ABC, Then

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4 Years Ago

If In A Tringle ABC, Sin A, Sin B, And Sin C Are In AP, Then

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4 Years Ago

In Any Triangle ABC, The Simplified From Of

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3416 of 46300 Questions

JEE Discussions Recent Questions

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

P Is A Point On The Segment Joining The Feet Of Two Vertical Poles Of Heights A And B. The Angles Of Elevation Of The Tops Of The Poles From P Are 45degree Each. Then, The Square Of The Distance Betwe

ABC Is A Triangular Park With ,AB = AC = 100 M. A Clock Tower Is Situated At The Mid-point Of BC. The Angle Of Elevation, If The Top Of The Tower At A And B Are

From The Top Of A Cliff 50 M High, The Angles Of Depression Of The Top And Bottom Of A Tower Are Observed To Be 30degree And 45degree. The Height Of Tower Is

Angles Of Elevation Of The Top Of A Tower From Three Points (collinear) A ,B And C On A Road Leading To The Foot Of The Tower Are 30 Degree, 45 Degree And 60 Degree, Respectively. The Ratio Of AB To

The Angles Of Elevation Of The Top Of A Tower At Two Points, Which Are At Distances A And B From The Foot In The Same Horizontal Line And On The Same Side Of The Tower, Are Complementary. The Height

A Vertical Pole PO Is Standing At The Centre 0 Of A Square ABCD. If AC Subtends An < 90 Degree At The Top P Of The Pole, Then The Angle Subtended By A Side Of The Square At P Is

ABCD Is A Square Plot. The Angle Of Elevation Of The Top Of A Pole Standing At D From A Or C Is 30 Degree And That From B Is Theta, Then Tan Theta Is Equal To

Two Sides Of A Triangle Are Given By The Roots Of The Equations

In A Triangle ABC, E (b + C) Tan A/2 Tan (B - C/2) Is Equal To

In A Triagle ABC, A (cos2 B + Cos2 C ) + Cos A (c Cos C + B Cos B) Is Equal To

If In A Triangle ABC, A = 5, B = 4, A = Pie/2 + B, Then C

If Triange = A^2 - (b - C)^2, Where Triangle Is The Area Of Triangle ABC, Then Tan A Is Equal To

If Two Angles Of A Triangle Are 45 Degree And Tan^-1 (2), Then The Third Angle Is

If Sin A : Sin B : Sin C = 3 : 4 : 5, Then Cos A : Cos B Is Equal To

The Angles Of A Triangle Are In The Ratio 3 : 5 : 10. Then, The Ratio Of The Smallest Side To The Greatest Side Is

In A Triangle ABC, B = Root 3, C = 1 And

The Area Of The Triangle ABC, In Which A = 1, B = 2,

In A Triangle ABC, If B + C = 2a And

In A Triangle ABC, A = 8 Cm, H = 10 Cm, C = 12 Cm Then, Relation Between Angles Of The Triangle Is

If C Right Angle Of A Triangle ABC, Then

If In A Tringle ABC, Sin A, Sin B, And Sin C Are In AP, Then

In Any Triangle ABC, The Simplified From Of

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