9 7/11 points Download the data set called "FIFA_Data" from canvas and open it in JMP. This data set c FIFA soccer players. Let's take a look at the variable called "Penalties" which measures the player's accuracy whe 1. Use Graph Builder to make a histogram of this variable by dragging Penalties to the x axis option at the top. a. Which of the following are true: The distribution is skewed. Previous Answers The distribution looks approximately normal. The distribution is symmetrical. b. How many players have an accuracy less than 30% ? 49 Use at least 3 decimal places c. P(less than 30%) = 0.003 Use at least 4 decimal places d. P(greater than 90%) = 0.0184 x 2. Use Analyze > Distribution to get a histogram, boxplot, and summary statics for Penalties them true: Round all answers to the nearest Integer. a. The maximum accuracy for any player is 96 b. The range of accuracy for players is 89 c. Half of players have an accuracy above 50 d. The average accuracy is about 49 e. About 25 x f. The 90 g. The most accurate player is about 672 percent. percentage points. %. percent of players have an accuracy below 39%. th percentile for accuracy is 68%. X% more accurate than the worst pla 95 90 85 80 75 70 65 60 55 50 45 40 35 30 25 20 15 10 5 4 Quantiles 90% 60% 30% 0% minimum Summary Statistics Mean Std Dev Std Err Mean Upper 95% Mean Lower 95% Mean N Sum Variance Skewness Kurtosis Corrected 55 Minimum Maximum Median Mode Range Interquartile Range Median Absolute Deviation 68 55 42 7 49.165738 15.871735 0.1196785 49.40032 48.931156 17588 864727 251.91197 0.360424 0.408519 4430375.9 7 96 50 59 89 22 11 5000- 4000 3000 2000 1000 Map Shape 20 1221, 7 Group X 2397,14% 40 Penalties 3865,27% 4107 27% 60 3567-20% 1300. P 15. 15 Wrap Group Y Freq