Look again at the distribution of ages in Problem 1.
: 2.0 points
Each part is worth 1 point.
a) About what percent of the people were in their thirties? Round your answer to one decimal place.
unanswered
b) A common (though not universal) definition of "senior citizen" is "person over the age of 65". About what percent of the population were senior citizens? Round your answer to one decimal place.
To answer both parts of the question, we need to analyze the distribution of ages in Problem 1. Without the actual dataset or additional context, I cannot provide the exact solution, but I can explain the steps you can take to find the answers.
a) To determine the approximate percentage of people in their thirties, you would need to know the number of people in their thirties and the total population size. Once you have this information, you can divide the number of people in their thirties by the total population size and multiply by 100 to get the percentage.
Formula:
Percentage of people in their thirties = (Number of people in their thirties / Total population size) * 100
b) Similarly, to determine the approximate percentage of senior citizens in the population, you would need to know the number of senior citizens and the total population size. Divide the number of senior citizens by the total population size and multiply by 100 to calculate the percentage.
Formula:
Percentage of senior citizens = (Number of senior citizens / Total population size) * 100
Remember to round your answers to one decimal place, as specified in the question.
Please note that without the actual data, I cannot calculate the exact values for you. However, by following the steps and using the given information, you will be able to solve the problem.