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In the adjoining figure:

(i) Is ∠1 adjacent to ∠2?

(ii) Is ∠AOC adjacent to ∠AOE?

(iii) Do ∠COE and ∠EOD form a linear pair?

(iv) Are ∠BOD and ∠DOA supplementary?

(v) Is ∠1 vertically opposite to ∠4?

(vi) What is the vertically opposite angle of ∠5?

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(i) Yes. Since they have a common vertex O and also a common arm OC. Also, their non-common arms, OA and OE, are on either side of the common arm. (ii) No. They have a common vertex O and also a common arm OA. However, their non-common arms, OC and OE, are on the same side of the common arm. Therefore,...
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(i) Yes. Since they have a common vertex O and also a common arm OC. Also, their non-common arms, OA and OE, are on either side of the common arm.

(ii) No. They have a common vertex O and also a common arm OA. However, their non-common arms, OC and OE, are on the same side of the common arm. Therefore, these are not adjacent to each other.

(iii) Yes. Since they have a common vertex O and a common arm OE. Also, their non-common arms, OC and OD, are opposite rays.

(iv) Yes. Since ∠BOD and ∠DOA have a common vertex O and their non-common arms are opposite to each other.

(v) Yes. Since these are formed due to the intersection of two straight lines (AB and CD).

(vi) ∠COB is the vertically opposite angle of ∠5 as these are formed due to the intersection of two straight lines, AB and CD.

 
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(i) ∠1 & ∠2 have a common vertex O, a common arm OC & the non common arms OA & OE are on both side of the common arm. ∴ Yes, ∠1 is adjacent to ∠2. (ii) ∠AOC & ∠AOE have a common vertex O, a common arm OA but their non common arms OC & OE are on the s...
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(i) ∠1 & ∠2 have a common vertex O, a common arm OC & the non common arms OA & OE are on both side of the common arm.

∴ Yes, ∠1 is adjacent to ∠2.

(ii) ∠AOC & ∠AOE have a common vertex O, a common arm OA but their non common arms OC & OE are on the sa

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