Question : The following bar chart shows the export of a certain commodity P in crore rupees between 2014 and 2020. For how many years, there was less export of P than the average export of P?
Option 1: 2
Option 2: 1
Option 3: 4
Option 4: 3
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Correct Answer: 3
Solution : Average export of P = $\frac{300+650+1300+1200+800+1400+1250}{7}$ = $\frac{6900}{7}$ = 985.71 Number of years which have less export of P than the average export of P = 3 Hence, the correct answer is 3.
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Question : The import and export of a country (in lakhs rupees) during a certain period is given in the following bar graph. Read the bar graph carefully and answer the following question.
During which year the difference between import and export is minimal?
Option 1: 2018 - 19
Option 2: 2019 - 20
Option 3: 2016 - 17
Option 4: 2017 - 18
Question : Directions: The bar chart given below shows the sales (in 000 units) of 4 mobile brands for 3 years. What is the percentage increase in the number of mobile phones of Brand 2 sold from 2014 to 2015?
Option 1: 8.33%
Option 2: 33.33%
Option 3: 37.5%
Option 4: 11.11%
Question : The import and export of a country (in lakhs rupees) during a certain period of time is given in the following bar graph. Read the bar graph carefully and answer the following question. What is the average of exports during the given period of time?
Option 1: Rs.1,250.2 lakhs
Option 2: Rs.1,240.0 lakhs
Option 3: Rs.1,248.2 lakhs
Option 4: Rs.1,115.4 lakhs
Question : The import and export of a country (in lakhs rupees) during a certain period is given in the following bar graph. Read the bar graph carefully and answer the following question. What is the percentage increment in imports during the year 2016-17 as compared to the year 2015-16? (correct up to two decimals)
Option 1: 60.62%
Option 2: 62.60%
Option 3: 38.50%
Option 4: 65.32%
Question : The import and export of a country (in lakhs rupees) during a certain period of time is given in the following bar-graph. Read the bar-graph carefully and answer the following question. The import during the year 2017-18 is how many times of the import during the year 2016-17 (correct up to two decimals)
Option 1: 1.33
Option 2: 1.50
Option 3: 1.23
Option 4: 1.60
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