3. The following table gives annual salary (in thousands of dollars) of the mothers and fathers of 10 randomly chosen students at a local elementary school. Salary in Thousands of Dollars Mother 5 102...


3. The following table gives annual salary (in thousands of dollars) of the mothers<br>and fathers of 10 randomly chosen students at a local elementary school.<br>Salary in Thousands of Dollars<br>Mother 5 102 42 55 48<br>Father 80 80 25 30 150 54 72 76 81 53 72 84 56 0 90<br>56 52 50 50 53 46 49 58 75 40<br>a. Form a box plot displaying the mothers' data and a box plot displaying the<br>fathers' data.<br>b. What percent of the mothers' incomes are less than $50,000? What<br>percent of the fathers' incomes are at least $70,000?<br>c. Are there any outliers in the mothers' incomes? If so, which ones?<br>Explain (using numbers) how you know these are outliers.<br>d. Is a father's income of $90,000 considered unusual? Explain your thinking.<br>

Extracted text: 3. The following table gives annual salary (in thousands of dollars) of the mothers and fathers of 10 randomly chosen students at a local elementary school. Salary in Thousands of Dollars Mother 5 102 42 55 48 Father 80 80 25 30 150 54 72 76 81 53 72 84 56 0 90 56 52 50 50 53 46 49 58 75 40 a. Form a box plot displaying the mothers' data and a box plot displaying the fathers' data. b. What percent of the mothers' incomes are less than $50,000? What percent of the fathers' incomes are at least $70,000? c. Are there any outliers in the mothers' incomes? If so, which ones? Explain (using numbers) how you know these are outliers. d. Is a father's income of $90,000 considered unusual? Explain your thinking.

Jun 09, 2022
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