22. An error was found in the recording of each car's horsepower. To adjust the findings, 10 horsepower is added to each recorded car, how would each of the following summary statistics change: mean, median, range, IQR, and standard deviation. 76 Horsepower of Cars 57 38 19 01 82.8 184.000 36.8 138.000 230.000 Horsepower a. mean: same; median: lower; range: higher; IQR: lower; standard deviation: same b. mean: lower; median: same; range: higher; IQR: same; standard deviation: higher c. mean: higher; median: higher; range: same; IQR: same; standard deviation: same d. mean: higher; median: same; range: higher; IQR: higher; standard deviation: same 23. Estimate the profits made from your company. COMPANY PROFITS a. about 20% b. about 30% c. about 40% d. about 50%24. 25. 26. Estimate the mean and median of the data shown in this histogram. 91: Body Fat of 252 men 13.19 23.75 36-58 50-14 %BodyFat mean: 20%; median: 25% mean: 23.75%; median: 13.19% mean: 19.5%; median: 18.5% mean: 13.19%; median: 23.75% 9-5757!\" Why would you use the median instead of the mean to summarize data? a. When the data has no outliers and is symmetric. b. When the data is skewed or has outliers. c. When the data has no mode. d. When the data is unimodal. Which of these descriptions best fits the term standard deviation? a. Compares the extremes of data. b. A good choice for describing the spread of skewed data. c. Summarizes how far each data value is from the average of the data. d. The center of the lower half of the data