ANEWER THIS qus pl pl pl pl pl pl pl pl pl pl pl pl pl pl pl pl pl
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Answer:
Opposite angles of a parallelogram / Quadrilateral are congurent
therefore , ∆CAD is congurent ∆BCA
therefore, ∆B = ∆D
∆D = 80°
I know that much only
sry
Answered by
3
Answer:
Bounjour!
(i) Soln:
BC = AD (Given)
< BCA = < DAC ( Alternate Angles)
AC=CA (Common Side)
Therefore, Triangle CAD is congruent to Triangle BCA ( By SAS Congruence Criterian rule)
( ii) Soln:
Firstly, <C + <B =180 Degrees (Co interior angles)
<C= 180- <B =(180 - 80) degrees = 100 degrees.
<C = < D =100 degrees ( Corresponding angles)
Therefore Angle D is 100 degrees.
(iii) Soln:
Yes. Because these are the opposite sides of the IIgram which are always parallel.
I hope my effort helps you!
rudrakshsingh9:
I'm fine what about you
rdb-saes-fmc
rdb-saes-fmc
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