Triangles Most popular Questions.

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D Is A Point On The Side BC Of An Equilateral Triangle ABC, Such That DC = 1/4 BC

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For Going To City B From City A, There Is A Route Via City C Such That

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There Is A Staircase As Shown In Figure Connecting Points A And B. Measurements Of Steps

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In Triangle ABC, Angle C Is An Obtuse Angle, AD Perpendicular BC

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Triangle ABC Is A Right Triangle In Which Angle C = 90 Degree

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In Triangle PQR, PD Perpendicular QR Such That D Lies On QR. If PQ = A

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In A Right Angled Triangle ABC, Right Angled At B, If D Is Any Point On BC

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Find The Altitude Of An Equilateral Triangle Of Side 8 Cm

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In The Given Figure, If CD = 17 M, BD = 8 M And AD = 4 M

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If The Lengths Of The Diagonals Of Rhombus Are 16 Cm And 12 Cm

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Find The Third Side Of A Right Angled Triangle Whose Hypotenuse Is Of Length

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In The Given Figure, Angle B < 90 Degree And Segment

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If The Sides Of A Triangle Are 3 Cm, 4 Cm And 6 Cm Long, Then Determine Whether

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In An Isosceles Triangle ABC, If AB = AC = 25 Cm And Altitude From A On BC

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A Ladder 17 M Long, Reaches At A Window Of A Building 15 M Above The Ground

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AD Is An Altitude Of An Equilateral Triangle ABC. On AD As Base Another Equilateral

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Equilateral Triangles Are Drawn On The Sides Of A Right Angled Triangle

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Two Isosceles Triangles Have Equal Vertical Angles And Their Areas

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If The Areas Of Two Similar Triangles Are 81 Cm Square And 49 Cm Square Respectively

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In The Given Figure, Triangle AED And Trapezium EBCD Are Such That The Area

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In Triangle ABC, PQ || AC And PQ Divides Triangular Region ABC Into Two Parts

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In Triangle ABC, DE || BC. If DE = 2/3 BC And Area

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In The Given Figure, DE || BC, DE = 4 Cm, BC = 8 Cm

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In The Given Figure, S And T Are Points On The Sides PQ And PR Respectively Of Triangle PQR, Such That PT = 2

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Triangle ABC And Triangle DEF Are Similar And AB = 1/3 DE, Then Find

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Triangle ABC And Triangle DEF Are Similar. Area Of Triangle ABC Is 9 Cm Square

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The Areas Of Two Similar Triangles Are Respectively 25 Cm Square And 81 Cm Square

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Prove That The Line Segment Joining The Mid-points Of The Sides Of A Triangle From Four

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In A Triangle ABC, P And Q Are Points In AB And AC, Respectively And PQ || BC

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5 Years Ago

PQRS Is A Trapezium With PQ || SR. Diagonals PR And SQ Intersect At M

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D Is A Point On The Side BC Of An Equilateral Triangle ABC, Such That DC = 1/4 BC

For Going To City B From City A, There Is A Route Via City C Such That

There Is A Staircase As Shown In Figure Connecting Points A And B. Measurements Of Steps

In Triangle ABC, Angle C Is An Obtuse Angle, AD Perpendicular BC

Triangle ABC Is A Right Triangle In Which Angle C = 90 Degree

In Triangle PQR, PD Perpendicular QR Such That D Lies On QR. If PQ = A

In A Right Angled Triangle ABC, Right Angled At B, If D Is Any Point On BC

Find The Altitude Of An Equilateral Triangle Of Side 8 Cm

In The Given Figure, If CD = 17 M, BD = 8 M And AD = 4 M

If The Lengths Of The Diagonals Of Rhombus Are 16 Cm And 12 Cm

Find The Third Side Of A Right Angled Triangle Whose Hypotenuse Is Of Length

In The Given Figure, Angle B < 90 Degree And Segment

If The Sides Of A Triangle Are 3 Cm, 4 Cm And 6 Cm Long, Then Determine Whether

In An Isosceles Triangle ABC, If AB = AC = 25 Cm And Altitude From A On BC

A Ladder 17 M Long, Reaches At A Window Of A Building 15 M Above The Ground

AD Is An Altitude Of An Equilateral Triangle ABC. On AD As Base Another Equilateral

Equilateral Triangles Are Drawn On The Sides Of A Right Angled Triangle

Two Isosceles Triangles Have Equal Vertical Angles And Their Areas

If The Areas Of Two Similar Triangles Are 81 Cm Square And 49 Cm Square Respectively

In The Given Figure, Triangle AED And Trapezium EBCD Are Such That The Area

In Triangle ABC, PQ || AC And PQ Divides Triangular Region ABC Into Two Parts

In Triangle ABC, DE || BC. If DE = 2/3 BC And Area

In The Given Figure, DE || BC, DE = 4 Cm, BC = 8 Cm

In The Given Figure, S And T Are Points On The Sides PQ And PR Respectively Of Triangle PQR, Such That PT = 2

Triangle ABC And Triangle DEF Are Similar And AB = 1/3 DE, Then Find

Triangle ABC And Triangle DEF Are Similar. Area Of Triangle ABC Is 9 Cm Square

The Areas Of Two Similar Triangles Are Respectively 25 Cm Square And 81 Cm Square

Prove That The Line Segment Joining The Mid-points Of The Sides Of A Triangle From Four

In A Triangle ABC, P And Q Are Points In AB And AC, Respectively And PQ || BC

PQRS Is A Trapezium With PQ || SR. Diagonals PR And SQ Intersect At M

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