30. The difference in the measures of two complementary angles is 12°. The measure of the smallest angle is
- (A) 39°
- (B) 40°
- (C) 51°
- (D) 45°
29. Among two supplementary angles, the measure of the larger angle is 44° more than the measure of the smaller. The measure of the larger angle is
- (A) 79°
- (B) 68°
- (C) 112°
- (D) 115°
28. Among two supplementary angles, the measure of the smaller angle is 44° less than the measure of the larger. The measure of the smaller angle is
- (A) 79°
- (B) 68°
- (C) 112°
- (D) 115°
27. Out of a pair of complementary angles, one is two-third of the other. The largest angle is
- (A) 36°
- (B) 60°
- (C) 54°
- (D) 45°
26. Out of a pair of complementary angles, one is two-third of the other. The smallest angle is
- (A) 36°
- (B) 60°
- (C) 54°
- (D) 45°
25. If the complement of an angle is 79°, then the angle will be of
- (A) 1°
- (B) 11°
- (C) 79°
- (D) 101°
24. Angles which are both supplementary and vertically opposite are
- (A) 95°, 85°
- (B) 90°, 90°
- (C) 100°, 80°
- (D) 45°, 45°
23. The angle which makes a linear pair with an angle of 61° is of
- (A) 29°
- (B) 61°
- (C) 122°
- (D) 119°
22. If angles P and Q are supplementary and the measure of angle P is 60°, then the measure of angle Q is
- (A) 120°
- (B) 60°
- (C) 30°
- (D) 20°
21. The measure of an angle which is four times its supplement is
- (A) 36°
- (B) 144°
- (C) 16°
- (D) 64°
20. The difference of two complementary angles is 30°. Then, the angles are
- (A) 60°, 30°
- (B) 70°, 40°
- (C) 20°, 50°
- (D) 105°, 75°
19. The difference of two complementary angles is 30°. Then, the angles are
- (A) 60°, 30°
- (B) 70°, 40°
- (C) 20°, 50°
- (D) 105°, 75°
18. In the following figure, four line segments PQ, QR, RS and ST are making the letter W, where PQ||RS and QR||ST. If angle between PQ and QR is 39°, the value of x is

- (A) 38°
- (B) 39°
- (C) 37°
- (D) 41°
17. In the following figure, four line segments PQ, QR, RS and ST are making the letter W, where PQ||RS and QR||ST. If angle between PQ and QR is 39°, the value of y is

- (A) 38°
- (B) 39°
- (C) 37°
- (D) 41°
16. In the following figure, PQ is a mirror, AB is the incident ray and BC is the reflected ray. If ∠ABC = 46°, then ∠ABP is equal to

- (A) 44°
- (B) 67°
- (C) 13°
- (D) 62°

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