Instructions

The following graph shows the annual tourist arrivals (in thousands), both foreign and domestic, across five tourist regions (A to E) from 2010 to 2012.

Based on this graph, answer the questions.

Question 40

In which region was the highest average tourist arrival recorded during 2010-2012?

Solution

Average tourist arrival of Region A (in thousands) = $$\ \dfrac{\ 121+140+138}{3}=133$$

Average tourist arrival of Region B (in thousands) = $$\ \dfrac{\ 125+115+170}{3}=136.67$$

Average tourist arrival of Region C (in thousands) = $$\ \dfrac{\ 125+140+110}{3}=125$$

Average tourist arrival of Region D (in thousands) = $$\ \dfrac{\ 105+130+140}{3}=125$$

Average tourist arrival of Region E (in thousands) = $$\ \dfrac{\ 140+130+120}{3}=130$$

Thus, the average tourist arrival of Region B is the highest in the given time period of 2010-2012.

In which region was the highest average tourist arrival recorded during 2010-2012?

Solution

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