Question : The following pie chart shows the number of workers of different categories A, B, C, D, E, F, G and H in a factory in 1995. What is the central angle (angular value) for category B of the pie chart?
Option 1: 55°
Option 2: 54°
Option 3: 57°
Option 4: 56°
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Correct Answer: 54°
Solution : Given percentage of B = 15% The central angle will be 15% of the 360° $= \frac{15}{100}\times 360° = 54°$ Hence, the correct answer is 54°.
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Question : The following pie chart shows the annual expenditure on different items. What is the minimum angle in the given pie chart?
Option 1: 36°
Option 2: 45°
Option 3: 32°
Option 4: 30°
Question : The percentage distribution of employees in different categories in a company is shown by the following pie chart. What is the central angle corresponding to the employees of Group-B?
Option 1: 130°
Option 2: 120°
Option 3: 126°
Option 4: 136°
Question : Study the given pie chart and answer the question that follows. The pie chart shows the expenditure by a family on different heads.
The angle formed by the sector representing education at the centre of the circle is:
Option 1: 45°
Option 3: 67°
Option 4: 60°
Question : ABCD is a rhombus with $\angle$ABC = 52°. The measure of $\angle$ACD is:
Option 1: 54°
Option 2: 26°
Option 3: 48°
Option 4: 64°
Question : The vertical angle $\angle A$ of an isosceles $\triangle ABC$ is three times the angle B on it. The measure of the $\angle A$ is:
Option 1: 90°
Option 2: 108°
Option 3: 100°
Option 4: 36°
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