Question

. (A) Complete and write any two of the following activities [4]

1. In trapezium ABCD, side AB || side CD,

diagonal AC and BD intersect each other at

point P.

Then prove that A(∆ABP)

A(∆CPD)

=

AB2

CD2

Complete the proof by filling in the boxes.

Proof :

In trapezium ABCD

side AB || side CD [Given]

In ∆APB and ∆CPD

∠PAB  [Alternate angles]

∠APB  [Opposite angles]

\ DAPB ~ DCPD



\ A(∆ABP)

A(∆CPD)

=

AB2

CD​

Answer 1

Answer:

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