Hey !anyone's there to answer me .....it's quick
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Answered by
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Hey! I am here to answer u....
1. In ABC and ADC
AB = CD (given)
BC = AD (given)
AC = AC (common)
By SSS criterion , ABC is congruent ADC
2. By CPCT (Congruent parts of congruent triangles) Angle B = Angle D
#Hence Proved !!
1. In ABC and ADC
AB = CD (given)
BC = AD (given)
AC = AC (common)
By SSS criterion , ABC is congruent ADC
2. By CPCT (Congruent parts of congruent triangles) Angle B = Angle D
#Hence Proved !!
Answered by
0
In ABC and ADC
AB=DC (given)
BC=DA (given)
AC=AC (common)
by Side -side-side ABC is congruent to ADC.
by CPCT, angle B = angle D
AB=DC (given)
BC=DA (given)
AC=AC (common)
by Side -side-side ABC is congruent to ADC.
by CPCT, angle B = angle D
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