package uk.ac.ed.ph.advcompsim.part3.histogram;import java.io.*;import java.math.*;/** * --------------------------------------------------------------- * Excersize 3.1.3 * ---------------------------------------------------------------<br /> * I would expect the histogram to be fairly flat, because over a large number of N I would expect the probability of getting a value in the region * 0-0.1 to be the same as that of getting a number in the region 0.4-0.5 for example.*/public class exc313 { /** * Takes a number n and prints that many random numbers. */ public static void main (String args[]) { int n = 200; // number of random numbers to be generated int nb = 10; // number of bins to use. float[] data = new float[n]; // The data array float lb = 0; // The lower boundary float ub = 1; // The upper boundary for(int i=0;i < n;i++) { data[i] = (float)(Math.random()); // print the randomly generated number to screen } DataHistogram Pie = new DataHistogram(nb, lb, ub, data, true); }}