Question

plz solved this Question​

Answer 1

Step-by-step explanation:

as p//q and l//m, quadrilateral ABCD is a //gram.

hence:-

AB=CD and

BC=AD

Now in triangles ABC and ADC we've:-

AB=CD

BC=AD

AC=AC [common]

hence by SSS rule of congruency,

triangle ABC is congruent to triangle ADC.

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Answer 2

Answer:

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In △ABC and △CDA

∠BAC=∠DCA (Alternate interior angles, as p∥q)

AC=CA (Common)

∠BCA=∠DAC (Alternate interior angles, as l∥m)

∴△ABC≅△CDA (By ASA congruence rule)