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(Solved) : Past Calculated Mean Median Set Data S Uncommon Find Extreme Scores Collected Data May Alt Q44004943 . . .

Hello, I’m seeking help with my Java assignment. Thank you inadvance.

In the past we have calculated the mean and median of a set of data. It’s not uncommon to find that there are extreme scores in collected data that may be altering the final results of your analysis. In order to determine how far out these outliers lie, we might want to calculate the range. He diddle, diddle, the median’s the middle; you add and divide for the mean. The mode is the one that appears the most, and the range is the difference between. The range of a set of numbers is the difference between the highest and the lowest values in the set. E.g. The range number of the st 55, 64, 76, 82, 97 is 97-55 or 42. You will be given several integer variables. First will be an integer that represents the size of the data set to follow, followed by the data set itself. You will compute the range of this data set. Write the body of the program. Function Details Input The program reads in the following: • an integer representing the size of the data set to follow (we will call this nl • n integers that make up the data set, to be read into an array Processing Based the data set, you will compute the range. Output Output the (integer) range values as “Range: range” where range represents the calculated range value. The text must be terminated by a new-line character. Sample input/output: Sample Input Sample Output 3 1 1 1 Range: 0 4 1 1 2 2 Range: 1 372 5 Range: 5 6 2 1 5 4 7 5 Range: 6 6- import java.util.*; 8 public class POD { 10 public static void main(String[] args) { 11 //Instantiate new scanner to read from the console. Scanner in = new Scanner( System.in); //PLEASE BEGIN YOUR WORK HERE //PLEASE END YOUR WORK HERE System.out.print(“END OF OUTPUT”); 23 } Show transcribed image text In the past we have calculated the mean and median of a set of data. It’s not uncommon to find that there are extreme scores in collected data that may be altering the final results of your analysis. In order to determine how far out these outliers lie, we might want to calculate the range. He diddle, diddle, the median’s the middle; you add and divide for the mean. The mode is the one that appears the most, and the range is the difference between. The range of a set of numbers is the difference between the highest and the lowest values in the set. E.g. The range number of the st 55, 64, 76, 82, 97 is 97-55 or 42. You will be given several integer variables. First will be an integer that represents the size of the data set to follow, followed by the data set itself. You will compute the range of this data set. Write the body of the program. Function Details Input The program reads in the following: • an integer representing the size of the data set to follow (we will call this nl • n integers that make up the data set, to be read into an array Processing Based the data set, you will compute the range. Output Output the (integer) range values as “Range: range” where range represents the calculated range value. The text must be terminated by a new-line character.
Sample input/output: Sample Input Sample Output 3 1 1 1 Range: 0 4 1 1 2 2 Range: 1 372 5 Range: 5 6 2 1 5 4 7 5 Range: 6
6- import java.util.*; 8 public class POD { 10 public static void main(String[] args) { 11 //Instantiate new scanner to read from the console. Scanner in = new Scanner( System.in); //PLEASE BEGIN YOUR WORK HERE //PLEASE END YOUR WORK HERE System.out.print(“END OF OUTPUT”); 23 }

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Answer to In the past we have calculated the mean and median of a set of data. It’s not uncommon to find that there are extreme sc…