In the adjoining figure- A BD E- Prove that- A B C- D C B- C D E-180-

Here, AB, ED and ZW are parallel to each other nbsp; Angles DCW and CDE are interior angles. Angles ABC and BCW are alternate angles. nbsp; ...

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ASA Criteria for Congruency

In the adjoin...

Question

In the adjoining figure,. Prove that

∠ABC − ∠DCB + ∠CDE = 180°

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In the adjoining figure, AB || DE, ∠BAC = 53^o and ∠CDE = 35^o, then the value of ∠CED is

∠ A B D = 132^{o}

∠ E A C = 120^{o}

A B > A C

△ A B C ≅ △ D C B

In the adjoining figure,the point D divides the side BC of $△ A B C$ in the ratio m:n.Prove that $(△ A B D) : a r (△ A D C) = m : n$ .

A B C

D C B

A

D

A C = D B

Δ A B C ≅ Δ D C B

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