Mathematics
The sum of two vertically opposite angles is $$166^o$$. Find each of the angles.
Subjective
Medium
Published on 09th 09, 2020
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Realted Questions
Q1
Single Correct
Medium
In figure, $$PQ \parallel RS$$.
If $$\angle 1 =(2a+b)^o$$ and $$\angle 6=(3a-b)^o$$ then the measure of $$\angle 2$$ in terms of $$b$$ is
If $$\angle 1 =(2a+b)^o$$ and $$\angle 6=(3a-b)^o$$ then the measure of $$\angle 2$$ in terms of $$b$$ is
- A. $$(2a+b)^o$$
- B. $$(3-b)^o$$
- C. $$(108-b)^o$$
- D. $$(180-b)^o$$
Asked in: Mathematics - Lines and Angles
1 Verified Answer | Published on 23rd 09, 2020
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Q2
Subjective
Medium
Calculate $$\angle AOC, \angle BOD$$ and $$\angle AOE$$ in the adjacent figure given that $$\angle COD = 90^o, \angle BOE = 72^o$$ and AOB is a straight line.
Asked in: Mathematics - Lines and Angles
1 Verified Answer | Published on 09th 09, 2020
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Q3
TRUE/FALSE
Medium
Vertically opposite angles do not from a linear pair but are always equal.
- A. True
- B. False
Asked in: Mathematics - Lines and Angles
1 Verified Answer | Published on 09th 09, 2020
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Q4
Single Correct
Medium
In the figure, AOB is a straight line. The measure of $$\Delta COD$$ is equal to
- A. $$60^0$$
- B. $$50^0$$
- C. $$100^0$$
- D. $$20^0$$
Asked in: Mathematics - Lines and Angles
1 Verified Answer | Published on 09th 09, 2020
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Q5
Single Correct
Hard
PQRS is a parallelogram and PA, SB, RC, QD are angle bisectors. If PQ = QD = 6 units, find $$\displaystyle m\angle PQR$$.
- A. $$\displaystyle 30^{\circ}$$
- B. $$\displaystyle 60^{\circ}$$
- C. $$\displaystyle 120^{\circ}$$
- D. Indeterminate
Asked in: Mathematics - Straight Lines
1 Verified Answer | Published on 17th 08, 2020
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