Direction : Study the following pie chart and answer the questions that follow : Distribution of transport modes in university students Total number of students = 1200
What is the total number of students who commute to the university by both Bus and Car ?
650
Number of students for a sector = (central angle / 360°) × 1200. From the pie chart: Bus = 150°, Car = 45°, Motorcycle = 90°, Bicycle = 75°.
Bus = \(\frac{150}{360} \times 1200 = 500\) and Car = \(\frac{45}{360} \times 1200 = 150\)
Total = 500 + 150 = 650. Check: \(\frac{195}{360} \times 1200 = 650\).
Hence, 650.
If the university admits 300 new students and all of them commute by Bus, what percentage of the new total student population will commute by Bus ?
What fraction of the total number of students commute to the university by both Motorcycle and Bicycle ?
If 50 students who currently commute by Car switch to Bicycle, what will be the new central angle representing the Bicycle sector ?
What is the ratio of the total number of students who commute by both Bus and Car to the total number of students who commute by both Motorcycle and Bicycle ?
The total number of students studying at the postgraduate level at Institutes N and P is :
What is the total number of graduate and postgraduate level students in Institute R ?
How many students in Institutes M and S are studying at the graduate level ?
What is the ratio between the number of students studying at postgraduate and graduate levels respectively in Institute S ?
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Study the following pie-charts carefully to answer the questions.
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Study the following pie-charts carefully to answer the questions.Percentage break-up of number of children in five different villages
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What is the total expenditure of the family for the month?
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How much more amount is spent on food than on housing?