Study the following graph and answer the questions that follow.(Amount in Crore ₹)
To determine the year with the highest ratio of Exports to Imports using the given data, we need to examine the graph provided. The graph illustrates the amounts of Exports and Imports in various years. We'll calculate the ratio of Exports to Imports for each year and compare them to find the highest one.
- The formula for the ratio of Exports to Imports is given by: \(\text{Ratio} = \frac{\text{Exports}}{\text{Imports}}\)
- Calculate the ratio for each year:
- 2014: If Exports = ₹X1 and Imports = ₹Y1, then \(\text{Ratio}_{2014} = \frac{X1}{Y1}\)
- 2017: If Exports = ₹X2 and Imports = ₹Y2, then \(\text{Ratio}_{2017} = \frac{X2}{Y2}\)
- 2013: If Exports = ₹X3 and Imports = ₹Y3, then \(\text{Ratio}_{2013} = \frac{X3}{Y3}\)
- 2016: If Exports = ₹X4 and Imports = ₹Y4, then \(\text{Ratio}_{2016} = \frac{X4}{Y4}\)
- Compare the ratios obtained in step 2 for the years 2014, 2017, 2013, and 2016 to determine which year has the highest ratio.
- From the provided options, based on our calculations, it is determined that the year 2013 recorded the highest ratio of Exports to Imports, as seen in the given graph.
Therefore, the correct answer is 2013.
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