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In The Given Figure, O Is A Point In The Interior Of A Triangle ABC
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ABC Is An Equilateral Triangle Of Side 2a. Find Each
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ABC Is An Isosceles Triangle, Right Angled At C. Prove That
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In The Following Figure, ABD Is A Triangle Right Angled At A
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If The Area Of Two Similar Triangles Are Equal, Then Prove That
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A Vertical Pole Of Length 6 M Casts A Shadow 4 M Long On The Ground
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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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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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ABCD Is A Trapezium, In Which AB || DC And Its Diagonal Intersect
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