In the figure, given below, AD = BC, ∠BAC=30∘ and ∠CBD=70∘. Fi

1.	In the figure, given below, AD = BC, ∠BAC=30∘ and ∠CBD=70∘. Find : (i) ∠BCD (ii) ∠BCA (iii) ∠ABC (iv) ∠ADB
Answer» In the figure, given below, AD = BC, $∠ B A C = 30^{\circ} a n d ∠ C B D = 70^{\circ} .$ Find : (i) $∠ B C D$ (ii) $∠ B C A$ (iii) $∠ A B C$ (iv) $∠ A D B$

In the figure, given below, AD = BC, ∠BAC=30∘ and ∠CBD=70∘. Find : (i) ∠BCD (ii) ∠BCA (iii) ∠ABC (iv) ∠ADB

Answer»

In the figure, given below, AD = BC, $∠ B A C = 30^{\circ} a n d ∠ C B D = 70^{\circ} .$

Find :

(i) $∠ B C D$

(ii) $∠ B C A$

(iii) $∠ A B C$

(iv) $∠ A D B$