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Questions 7-10 refer to the following: The heights (in cm) of a sample of plants grown with different fertilizers (or no fertilizer) are summarized in the side-by-side quantile boxplots shown below. A numerical summary of each 40 30 20 10 0 No Fertilizer GrowFast SuperPlant n min Q1 median Q3 max meand dev 30 3 14 21 25 28 18.8 6.1 GrowFast 25 12 18 23 28 35 23.2 4.3 SuperPlant 20 15 19 23 30 38 25.3 52 No

Question 7 (1 point) What is the average height of all 75 plants (in cm)? Your Answer: Answer Question 8 (0.5 points) The distribution of heights for plants grown with no fertilizer is skewed to the right. True False Question 9 (0.5 points) About 15 plants grown with SuperPlant fertilizer are taller than 19 cm. True False Question 10 (0.5 points) It would be more appropriate to summarize the distribution for GrowFast fertilizer with the mean and standard deviation, as opposed to the five-number summary. True

Question 11 (1 point) Saved The annual salaries (in thousands of S) for a sample of employees of a large company are summarized in the frequency distribution below: Salary Frequency 50 6017 60-70 28 70-80 20 80-90 15 90-100 8 100 110 6 110 120 3 The variable being studied here is Salary. We dont have the actual salaries of all the employees, so its impossible to calculate the mean value or the median value exactly. However, we know that the distribution of salaries is: skewed to the left, so the mean is likely greater than the median. skewed to the left, so the median is likely greater than the mean. skewed to the right, so the mean is likely greater than the median. skewed to the right, so the median is likely greater than the mean. e approximately symmetric, so the mean and median are approximately equal

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