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An elementary calculation yields the result that theoretically, the probability of turning up 7 when two dice are thrown is 1/6, or .166666. But what if more dice are thrown? If 3 dice are thrown, what is the probability that some 2 of three sum to 7? (Thus if 2-2-1 or 2-2-3 are thrown, no pair of dice sum to 7, so these combinations are failures, but if 2-3-4 or 2-3-5 or 1-2-5 are thrown, in each case a sum of 7 IS achievable with exactly 2 of the dice).
For this problem, you are to start with the driver below, which first prompts for the number of dice tossed - here, diceCount, and then runs a million experiments to determine the empirical likelihood that with that many dice rolled, some pair of the dice thrown sum to 7:
import java.util.Scanner; public class SevenDriver{ public static void main(String[] args){ System.out.println("Enter number of dice to toss"); Scanner s = new Scanner(System.in); int diceCount = s.nextInt(); SevenTally t = new SevenTally(diceCount); int experiments = 1000000; int wins = 0; for(int j = 0; j < experiments; j++) if(t.experiment()) wins++; System.out.println((double)wins/experiments); } }
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Write a complete Java program to declares integer array, intArray, and initialize it to {1, 2, 3, 4, 5, 6, 7}.
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University grading system maintains number of tables to store, retrieve and manipulate student marks. Write a JAVA program that would simulate a number of cars.
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