In the given diagram, let $A B C D$ is a cyclic quadrilateral. Then, find the $∠ A D B$ .

Open in App

Solution

Let $110^{\circ} = ∠ A D B$ because sum of a pair of a opposite anglesof a quadilateral is $180^{\circ}$

The opposite angles are $∠ A D B = ∠ B C D$

Suggest Corrections

Similar questions

∠ A D B

ABCD is a cyclic quadrilateral. If $∠ B C D = 100^{\circ}$ and $∠ A B D = 70^{\circ},$ then find $∠ A D B .$

∠ A D B + ∠ D A B = 120^{o}

∠ A B C + ∠ B D A = 145^{o}

∠ C D B

A B C D

∠ B C D = 100^{o}

∠ A B D = 70^{o}

∠ A D B

A B C D

∠ A D B .

Join BYJU'S Learning Program