Question 25

In the given figure $∠ A O C$ and $∠ B O C$ form a pair of

(a) vertically opposite angles
(b) complementary angles
(c) alternate interior angles
(d) supplementary angles

Open in App

Solution

Since $∠ A O C$ and $∠ B O C$ are on the same line AOB and forming a linear pair
$∴ ∠ A O C + ∠ B O C = 180^{\circ}$
Hence, $∠ A O C a n d ∠ B O C$ are supplementary angles.

Suggest Corrections

Similar questions

Question 20

In the given figure, a and b are

(a) alternate exterior angles
(b) corresponding angles
(c) alternate interior angles
(d) vertically opposite angles

The angles 'x' and ' $90^{\circ}$ - x' are :

In the figure given below, $∠$ A and $∠$ B are

In the figure below, lines AB and CD intersect each other at point O. Angles ( $∠$ AOD, $∠$ COB) and ( $∠$ AOC, $∠$ BOD) are called ___.

Join BYJU'S Learning Program