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

vertically opposite angles.

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complementary angles.

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alternate interior angles.

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linear pair of angles.

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Solution

The correct option is B linear pair of angles.
In figure, $∠ A O C$ and $∠ B O C$ lie on a straight line and on the same side of the straight line.
So, they form a linear pair of supplementary angles that is $∠ A O C + ∠ B O C = 180^{\circ}$ .

Hence, option $(D)$ is correct.

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Similar questions

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

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

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In figure, ∠AOC and ∠BOC form a pair of

The correct option is B linear pair of angles.In figure, ∠AOC and ∠BOC lie on a straight line and on the same side of the straight line.So, they form a linear pair of supplementary angles that is ∠AOC+∠BOC=180∘.Hence, option (D) is correct.

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

The correct option is B linear pair of angles.
In figure, $∠ A O C$ and $∠ B O C$ lie on a straight line and on the same side of the straight line.
So, they form a linear pair of supplementary angles that is $∠ A O C + ∠ B O C = 180^{\circ}$ .

Hence, option $(D)$ is correct.