Question : The table shows the percentage of the total population of a city in different age groups. Study the table and answer the question.
If there are 30 million people below 36 years, then the number of people (in millions) in the age group (56-65) is: (considered up to two decimals)
Option 1: 1.16 million
Option 2: 3.17 million
Option 3: 1.87 million
Option 4: 2.17 million
Correct Answer: 3.17 million
Solution : The total percentage of people below 36 years (up to 35 years) is the sum of the percentages of the age groups up to 15, 16-25, and 26-35. ⇒ 15.00 + 20.25 + 16.75 = 52% Given that there are 30 million people below 36 years. Let the total population as P. ⇒ 30 = $\frac{52}{100}$ × P ⇒ P = 57.69 million Now, the percentage of people in the age group 56-65 is 5.50%. The number of people in this age group is given by: = $\frac{5.50}{100}$ × P = $\frac{5.50}{100}$ × 57.69 = 3.17 million Hence, the correct answer is 3.17 million.
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