Question : The pie chart shows the angular representation of Placement data in five different courses. If the total number of candidates qualified is 1,44,000, then the number of candidates in Q is what percent of candidates in S? (Rounded off to 2 decimal places)
Option 1: 68.16%
Option 2: 68.12%
Option 3: 68.18%
Option 4: 68.15%
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Correct Answer: 68.18%
Solution : Angular Proportion of Q = 75 Angular Proportion of S = 110 Percentage of candidates in Q with respect to candidates in S = $\frac{75}{110}\times100$ = 68.18% Hence, the correct answer is 68.18%.
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Question : Study the given pie chart and answer the question that follows. The pie chart shows the distribution (in terms of central angles) of the number of professors in six different departments of a college. The number of professors in Economics and Mathematics is approximately (correct up to two decimal places) what per cent more than the number of professors in English and Statistics?
Option 1: 69.23%
Option 2: 59.09%
Option 3: 40.91%
Option 4: 70.91%
Question : Study the given pie chart and answer the question that follows. The pie chart represents the percentage of magazine users in five different cities of India. What is the central angle made by Bhopal city in the pie chart?
Option 1: $128^\circ$
Option 2: $126^\circ$
Option 3: $122^\circ$
Option 4: $124^\circ$
Question : The cost price of an article is 72% of the marked price. The profit percentage after allowing a discount of 6% on the marked price is (rounded off to 2 decimal places):
Option 1: 32.50%
Option 2: 28.23%
Option 3: 30.56%
Option 4: 35.65%
Question : The pie chart given below shows the number of girls in six schools. The total number of girls in all these six schools is 8000. Number of girls in a particular school is shown as a percentage of total number of girls in all these six schools. What is the difference between the central angle formed by sectors M and Q?
Option 1: 64.3°
Option 2: 82.8°
Option 3: 74.3°
Option 4: 93.5°
Question : A sum amounts to Rs. 6,120 in 2 years and Rs. 7,340 in 3 years at Compound Interest. The sum (in Rs.) is (rounded off to 2 decimal places):
Option 1: 4,050.13
Option 2: 4,254.63
Option 3: 4,850.32
Option 4: 4,560.23
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