Triangles Most popular Questions.

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5 Years Ago

In Triangle PQR And Triangle MST, Angle P = 55 Degree, Angle Q = 25 Degree

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Nazima Is Fly Fishing In A Stream. The Tip Of Her Fishing Rod Is 1.8

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Kanika 5 Years Ago

In The Given Figure, D Is A Point On Side BC Of Triangle ABC, Such That BD/CD = AB/AC

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In The Given Figure, Two Chords AB And CD Of A Circle Intersect Each Other At The Point P

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In The Adjoining Figure, Two Chords AB And CD Intersect Each Other At The Point

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Prove That The Sum Of The Squares Of The Diagonals Of Parallelogram Is Equal

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In The Given Figure, AD Is A Median Of Triangle ABC And AM

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In The Given Figure, ABC Is A Triangle In Which Angle ABC < 90 Degree And AD

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In The Given Figure, ABC Is A Triangle In Which Angle ABC > 90 Degree And AD

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Akshat 5 Years Ago

In The Given Figure, D Is A Point On Hypotenuse AC Of Triangle ABC

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Modified 5 Year Ago Akshat

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In The Given Figure, PS Is The Bisector Of Angle QPR Of Triangle PQR

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Naishadh 5 Years Ago

In Triangle ABC, AB = 6 Underoot 3 Cm, AC = 12 Cm And BC = 6 Cm

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In An Equilateral Triangle, Prove That Three Times The Square Of One Side

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In An Equilateral Triangle ABC, D Is A Point On Side BC, Such That BD

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5 Years Ago

The Perpendicular From A On Side BC Of A Triangle ABC Intersect

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D And E Are Points On The Sides CA And CB Respectively Of Triangle ABC

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Two Poles Of Heights 6 M And 11 M Stand On A Plane Ground. If The Distance Between

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An Aeroplane Leaves An Airport And Flies Due North At A Speed Of 1000 Km/h

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A Guy Wire Attached To A Vertical Pole Of Height 18 M Is 24 M Long And Has A Stake

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5 Years Ago

A Ladder 10 M Long Reaches A Window 8 M Above The Ground. Find The Distance

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In The Given Figure, O Is A Point In The Interior Of A Triangle ABC

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Prove That The Sum Of The Squares Of The Sides Of A Rhombus Is Equal To The Sum

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Samir 5 Years Ago

ABC Is An Equilateral Triangle Of Side 2a. Find Each

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ABC Is An Isosceles Triangle With AC = BC. If AB Square = 2AC Square, Then Prove

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5 Years Ago

ABC Is An Isosceles Triangle, Right Angled At C. Prove That

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5 Years Ago

In The Following Figure, ABD Is A Triangle Right Angled At A

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5 Years Ago

PQR Is A Triangle Right Angled At P And M Is A Point On QR, Such That

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5 Years Ago

Sides Of Triangles Are Given Below. Determine Which Of Them Are Right Angled

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5 Years Ago

Sides Of Two Similar Triangles Are In The Ratio 4 : 9

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5 Years Ago

ABC And BDE Are Two Equilateral Triangles, Such That D Is The Mid-point Of BC

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In Triangle PQR And Triangle MST, Angle P = 55 Degree, Angle Q = 25 Degree

Nazima Is Fly Fishing In A Stream. The Tip Of Her Fishing Rod Is 1.8

In The Given Figure, D Is A Point On Side BC Of Triangle ABC, Such That BD/CD = AB/AC

In The Given Figure, Two Chords AB And CD Of A Circle Intersect Each Other At The Point P

In The Adjoining Figure, Two Chords AB And CD Intersect Each Other At The Point

Prove That The Sum Of The Squares Of The Diagonals Of Parallelogram Is Equal

In The Given Figure, AD Is A Median Of Triangle ABC And AM

In The Given Figure, ABC Is A Triangle In Which Angle ABC < 90 Degree And AD

In The Given Figure, ABC Is A Triangle In Which Angle ABC > 90 Degree And AD

In The Given Figure, D Is A Point On Hypotenuse AC Of Triangle ABC

In The Given Figure, PS Is The Bisector Of Angle QPR Of Triangle PQR

In Triangle ABC, AB = 6 Underoot 3 Cm, AC = 12 Cm And BC = 6 Cm

In An Equilateral Triangle, Prove That Three Times The Square Of One Side

In An Equilateral Triangle ABC, D Is A Point On Side BC, Such That BD

The Perpendicular From A On Side BC Of A Triangle ABC Intersect

D And E Are Points On The Sides CA And CB Respectively Of Triangle ABC

Two Poles Of Heights 6 M And 11 M Stand On A Plane Ground. If The Distance Between

An Aeroplane Leaves An Airport And Flies Due North At A Speed Of 1000 Km/h

A Guy Wire Attached To A Vertical Pole Of Height 18 M Is 24 M Long And Has A Stake

A Ladder 10 M Long Reaches A Window 8 M Above The Ground. Find The Distance

In The Given Figure, O Is A Point In The Interior Of A Triangle ABC

Prove That The Sum Of The Squares Of The Sides Of A Rhombus Is Equal To The Sum

ABC Is An Equilateral Triangle Of Side 2a. Find Each

ABC Is An Isosceles Triangle With AC = BC. If AB Square = 2AC Square, Then Prove

ABC Is An Isosceles Triangle, Right Angled At C. Prove That

In The Following Figure, ABD Is A Triangle Right Angled At A

PQR Is A Triangle Right Angled At P And M Is A Point On QR, Such That

Sides Of Triangles Are Given Below. Determine Which Of Them Are Right Angled

Sides Of Two Similar Triangles Are In The Ratio 4 : 9

ABC And BDE Are Two Equilateral Triangles, Such That D Is The Mid-point Of BC

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