Triangle Most popular Questions.

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Sides AB And AC And Median AD Of Triangle ABC Are Respectively Proportional To Sides PQ

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D Is A Point On The Side BC Of Triangle ABC Such That Angle ADC

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Sides AB And BC And Median AD Of Triangle ABC Are Respectively Proportional To Sides

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In The Given Figure, E Is A Point On Side CB Produced Of An Isosceles

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CD And GH Are Respectively The Bisectors Of Angle ACB And Angle EGF Such That

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In The Given Figure, ABC And AMP Are Two Right Angled Triangles, Right Angled

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E Is A Point On The Side AD Produced Of A Parallelogram ABCD And BE Intersects

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In The Given Figure, Altitudes AD And CE Of Triangle ABC Intersect Each Other

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In The Given Figure, If Triangle ABE

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S And T Are Points On Sides PR And QR Of Triangle PQR, Such That

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In The Given Figure, QR/QS=QT/PR And Angle 1 = Angle 2 Show

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Diagonals AC And BD Of A Trapezium ABCD With AB || DC

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In The Given Figure, Triangle ODC~triangle OBA, Angle BOC =125 Degree

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Akanksh 5 Years Ago

State Which Pair Of Triangles In Given Figures, Are Similar? Write The Similarity

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The Diagonals Of A Quadrilateral ABCD Intersect Each Other At The Point O

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ABCD Is A Trapezium, In Which AB || DC And Its Diagonal Intersect

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Using Theorem (converse Of Basic Proportionality Theorem). Prove That The Line

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Using Theorem (Thales Theorem), Prove That A Line Drawn Through The Mid-point

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In The Given Figure, A, B And C Are Points On OP, OQ And OR

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In The Given Figure, DE || OQ And DF || OR. Show That EF || QR

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In The Given Figure, If DE || AC And DF || AE, Prove That

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Sanjana 5 Years Ago

In The Given Figure, If LM || CB And LN || CD, Prove That

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E And F Are Points On The Sides PQ And PR Respectively Of A Triangle PQR

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In Fig. (i) And Fig. (ii), DE || BC. Find EC In Fig. (i) And AD

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State Whether The Following Quadrilaterals Are Similar Or Not

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Give Two Different Examples Of Pair Of

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Fill In The Blanks Using The Correct Word Given In Brackets

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Construct A Triangle Similar To Given Triangle ABC Whose Sides Are 6 Cm, 7 Cm, And 8 Cm, With

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Construct A Triangle Similar To Given Triangle ABC, Where AB = 6cm, BC = 7cm

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Draw A Line Segment AB = 6.5 Cm And Divide It Internally In The Ratio 3 : 5

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Sides AB And AC And Median AD Of Triangle ABC Are Respectively Proportional To Sides PQ

D Is A Point On The Side BC Of Triangle ABC Such That Angle ADC

Sides AB And BC And Median AD Of Triangle ABC Are Respectively Proportional To Sides

In The Given Figure, E Is A Point On Side CB Produced Of An Isosceles

CD And GH Are Respectively The Bisectors Of Angle ACB And Angle EGF Such That

In The Given Figure, ABC And AMP Are Two Right Angled Triangles, Right Angled

E Is A Point On The Side AD Produced Of A Parallelogram ABCD And BE Intersects

In The Given Figure, Altitudes AD And CE Of Triangle ABC Intersect Each Other

In The Given Figure, If Triangle ABE

S And T Are Points On Sides PR And QR Of Triangle PQR, Such That

In The Given Figure, QR/QS=QT/PR And Angle 1 = Angle 2 Show

Diagonals AC And BD Of A Trapezium ABCD With AB || DC

In The Given Figure, Triangle ODC~triangle OBA, Angle BOC =125 Degree

State Which Pair Of Triangles In Given Figures, Are Similar? Write The Similarity

The Diagonals Of A Quadrilateral ABCD Intersect Each Other At The Point O

ABCD Is A Trapezium, In Which AB || DC And Its Diagonal Intersect

Using Theorem (converse Of Basic Proportionality Theorem). Prove That The Line

Using Theorem (Thales Theorem), Prove That A Line Drawn Through The Mid-point

In The Given Figure, A, B And C Are Points On OP, OQ And OR

In The Given Figure, DE || OQ And DF || OR. Show That EF || QR

In The Given Figure, If DE || AC And DF || AE, Prove That

In The Given Figure, If LM || CB And LN || CD, Prove That

E And F Are Points On The Sides PQ And PR Respectively Of A Triangle PQR

In Fig. (i) And Fig. (ii), DE || BC. Find EC In Fig. (i) And AD

State Whether The Following Quadrilaterals Are Similar Or Not

Give Two Different Examples Of Pair Of

Fill In The Blanks Using The Correct Word Given In Brackets

Construct A Triangle Similar To Given Triangle ABC Whose Sides Are 6 Cm, 7 Cm, And 8 Cm, With

Construct A Triangle Similar To Given Triangle ABC, Where AB = 6cm, BC = 7cm

Draw A Line Segment AB = 6.5 Cm And Divide It Internally In The Ratio 3 : 5

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