import java.util.*; import java.io."; Ⓒ /* * CSC142 Programming Assignment #4: * * Print an ascii histogram of the values of the 'distribution []' array (defined below) *to standard output. * The output should have a line to represent the x-axis, and labels on the x-axis *in 5 or 10 count increments. * * Use the *** character to represent the magnitude of the values. You will want to look * at the initialization statement below, find the maximum value in 'distribution[]' and * scale your output to an optimal display size for the end user. * * Modify the main() method below, or write your own method(s) to complete the assignment. * You can begin with this file, but please remember to remove my comments and replace * them with your own. (including a header comment with name, date, assignment number, a description of what the class does, etc.) * * * The array, 'distribution []', has previously been computed from the Geiger counter data log file 7_14_2019.txt, * * The number of counts per minute logged to this file ranges from 0-39 counts per minute, * for the entire 15 months logged in the file. * So 'distribution []' is statically initialized below, with 40 elements, which cover the range from 0 to 39 counts per minute. * * * The number of occurrences of each specific value of counts per minute in the log file is * stored in distribution [], at that particular array index in distribution[]. * * For example, during the 15 month period that is logged in the file, there were exactly * 8 times that a value of 2 counts per minute occurred. This is seen below in the * * initialization statement for 'distribution': distribution [2] has the value 8. // private static String infile = "7_14_2019.txt"; The original data file name, // included here for documentation. = public static int[] distribution {0,1,8,59,215,703, 1848, 3975, 8077, 13937,22195,31628, 41711,51099,57142,59959,59670,55756,48850,40931,32583, 24995, 18217,12794,8623,5577,3601, 2272, 1259,764,464,246, 153,80,39,22,12,6,3,0}; public static final int MAX_COUNTS distribution.length; = public static void main(String[] args) { for (int i = 0; i < distribution.length; i++) { if (i % 10 0) { 2 2 2 2 == System.out.print(i); if (i < 10) { } System.out.print(" "); else { } System.out.print(" "); public class PrintGeigerDistribution { 1 2