Here are boxplots of the points scored during the first 10 games of the season for both Fran and Kelly. a) Summarize the similarities and differences in their performance so far. b) The coach can take only one player to the state championship. Which one should she take? Why? Fran Kelly Player a) Choose the correct answer below. O A. Both players are about the same, except Fran can score more points. O B. Both girls have the same approximate mean, but Kelly has a larger IQR. O c. Both girls have the same approximate median, but Fran has a larger IQR O D. Both girls have the same approximate median and IQR, but Fran has a larger range b) Choose the correct answer below. O A. She should take Fran, because she has the ability to score a higher point total O B. She should take Kelly, because she is a more consistent performer. O C. It does not matter which player she takes, because they both score the same average number of points. O D. A and B are both possible, depending on the coach's preference. Points HIH

Find the mean, the median, and the mode of the following salaries of employees of the Moe D. Lawn Landscaping Company. (If an answer does not exist, enter DNE.) mean $ 31750 median $ 29500 mode $ DNE Salary Frequency $23,000 4 $29,000 3 $30,000 $45,000 1 PictureNt/Corbis

B. Direction: Read each statement carefully. Write the of the correct answer on the blank provided. A. (H, T) 1. What is the sample space when a coin is tossed once? B. (h,T), (t, H), (t, T) C. ((T, H), (t, H), (T, h) D. ((T,h), (h,H), (T,T)) 2. What is the n(S) when a pair of dice is rolled? A. 2 B. 6 C. 12 D. 36 3. It is a subset of the sample space. A. Outcome B. result C. event D. probability experiment 4. The color wheel at the right is spun. Assume that the arrow will never fall on the lines separating the sectors. What is the sample Space?. A. S = (red, yellow, green, blue) C. S fred, green, blue) Vellow Blue Green Red B. S fred, yellow, green) D. S green, blue) 5. A drawer has 5 blue ties, 2 red ties, and 3 red ties. A tie is picked at random. What is the total number of possible outcomes? A. n(S) = 2 B. n(S) = 3 C. n(S) = 5 D. n(S) = 10

A categorical variable has three​ categories, with the frequencies of occurrence below. a. Compute the percentage of values in each category. b. What conclusions can you reach concerning the​ categories?   Category Frequency   A 9     B 26     C 15

Show work please

The sum of the Female category represents the number of _____ surveyed. ?