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In a trapezium, diagonals divide each ot...

In a trapezium, diagonals divide each other……….

A

proportionally

B

not proportional

C

congruent

D

none

Text Solution

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The correct Answer is:
A
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ABCD is a trapezium in which AB|\|DC and its diagonals intersect each other at point ‘O’. Show that (AO)/(BO)=(CO)/(DO) .

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VGS PUBLICATION-BRILLIANT-SIMILAR TRIANGLES -CREATIVE BITS FOR CCE MODEL EXAMINATION
  1. From the figure, AD=………..cm.

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  2. In the figure, LM////CB and LN////CD then (AM)/(AB)=………

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  3. In a trapezium, diagonals divide each other……….

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  4. In DeltaABC, AB=BC=AC then angleA=angleB=angleC=…….

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  5. In the figure , two triangles are similar then x=…………..cm.

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  6. In the figure, x=…………….cm.

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  7. DeltaABC~DeltaPQR,angleA+angleB=100^@, angleR=……..

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  8. DeltaABC~DeltaDEF and their areas are respectively 64cm^2 and 121cm^2 ...

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  9. Which of the following are the sides of a right triangle?

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  10. From the figure y=………….cm.

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  11. The diagonal of a trapezium ABCD in which AB////CD intersect at'O' . I...

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  12. DeltaABC~DeltaDEF and 2AB=DE and BC=8cm then EF=……..cm.

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  13. DeltaABC~DeltaDEF, BC=4cm, EF=5cm and area of DeltaABC=80cm^2 then are...

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  14. In the figure PQR, angleQPR=90^@, PQ=24cm and QR=26cm and in DeltaPKR,...

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  15. In the figure, QAbotAB and PBbotAB if AO=20cm, BO=12cm, PB=18cm then A...

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  16. In the figure angleA=angleB and AD=BE then……….

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  17. In the figure , in DeltaPQR,QR////ST, (PS)/(SQ)=3/5 and PR=28 cm then ...

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  18. In an equilateral triangle ABC, ADbotBC meeting BC in D then AD^2=…………...

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  19. In the figure , if AB////CD then x=……………..cm.

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  20. IF the diagonals in a quadrilateral divide each other proportionally t...

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