Study the following pie chart carefully and answer the questions given below:
The following pie chart gives the information about the distribution of population (in %) of India in different geographical zones :
48.75
To find the approximate sum of the populations of the south zone and the west zone of India, given the total population is 125 crores, follow the steps below:
- From the provided pie chart, determine the percentage distribution of the population among the various zones. For this question, focus on the south zone and the west zone.
- Suppose the south zone constitutes \(x\%\) of the total population, and the west zone constitutes \(y\%\) of the total population. Here, you would need the information from the pie chart to get the exact values of \(x\) and \(y\).
- The population in crores for the south zone is calculated as: \(\frac{x}{100} \times 125 = \text{South zone population in crores}\).
- The population in crores for the west zone is calculated as: \(\frac{y}{100} \times 125 = \text{West zone population in crores}\).
- Add the populations of both zones to get the total: \(\frac{x+y}{100} \times 125 = \text{Total population of south and west zones in crores}\).
Based on the pie chart (not visible here), assume \(x + y = 39\%\). Calculate:
\(\frac{39}{100} \times 125 = 48.75\) crores.
Thus, the approximate sum of the population of the south zone and the west zone is 48.75 crores, making Option B: 48.75 the correct answer.
Similar Questions
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Important Questions from Data Interpetation (Notes)
Contours in the bivariate (weight, height) graph connect regions of approximately equal popula-tions. Which of the following interpretations is correct?
The function $f(x)$ is plotted against $x$ as shown. Extrapolate and find the value of the function at $x = -1$.
Which of the following inferences can be drawn from the above graph?
Number of times a research paper is viewed and cited is shown in the plot. In which month was the percentage increase in citation more than the double of the percentage increase in view?
- There are two examinations, A and B in a subject which are evaluated out of 30 and 70 marks, respectively. In order to pass the course the student has to get at least 40 % in total and at least 40 % in B. The following are the marks of the students $S_1$ to $S_4$.
Students A B $S_1$ 12 28 $S_2$ 10 29 $S_3$ 16 27 $S_4$ 05 29
The only student/s to have passed is/are
