import java.util.*;public class GVDie implements Comparable { private int myValue; private Random rand; public GVDie() { // set default values myValue = (int) (Math.random()*6)+1; rand = new Random(); } public void roll (){ myValue = rand.nextInt(6) + 1; } public int getValue(){ return myValue; } // set the random number generator seed for testing public void setSeed(int seed){ rand.setSeed(seed); } // allows dice to be compared if necessary public int compareTo(Object o){ GVDie d = (GVDie) o; return getValue() - d.getValue(); } } ### Educational Content: Rolling Dice Simulation**Objective:** Develop a method in the `LabProgram` class to determine the number of dice rolls needed to reach a specified total sum using a GVDice object.**Instructions:**- You are provided with a GVDice object and an integer representing the target total sum.- Your task is to complete the method `rollTotal()` so that it returns the number of rolls required to achieve at least the target sum.**Important Note:**- The GVDice object is created within the `main()` method, utilizing a pseudo-random number generator with a fixed seed value for development. This allows for consistent testing results.- Although a seed value of 15 is set during development, it is essential to note that a different seed value will be employed for each test case upon submission.**Example Usage:**Suppose the GVDice object is initialized with a seed value of 15, and the program's input is:```20```**Expected Output:**The program should output:```Number of rolls to reach at least 20: 6```This indicates it takes 6 rolls to accumulate a total sum of at least 20.**Conclusion:**This exercise aims to enhance your understanding of random number generation and the application of loops in achieving a specified target sum through multiple iterative processes. **Lab Activity: 26.10.1 - How many dice rolls?****Current File: LabProgram.java**```javaimport java.util.Scanner;public class LabProgram { public static int rollTotal(GVDie d, int total) { /* Type your code here. */ } public static void main(String[] args) { Scanner scnr = new Scanner(System.in); GVDie die = new GVDie(); // Create a GVDie object die.setSeed(15); // Set the GVDie object with seed value 15 int total; int rolls; total = scnr.nextInt(); rolls = rollTotal(die, total); // Should return the number of rolls to reach total. System.out.println("Number of rolls to reach at least " + total + ": " + rolls); }}```---### Explanation:This Java program is designed to simulate dice rolls until a specified total is reached. It includes a main method for execution and a `rollTotal` method that needs to be implemented.- **Imports**: The program imports `java.util.Scanner`, which is used to handle user input. - **Classes and Methods**: - `LabProgram`: This is the main class that contains the program logic. - `rollTotal`: A static method that is intended to calculate the number of dice rolls required to reach a given total. The implementation needs to be completed.- **Main Method**: - Initializes a `Scanner` object to receive user input. - Initializes a `GVDie` object to simulate a dice. `GVDie` is presumably a class provided for dice simulation in this context. - Sets a seed of 15 for the random number generator associated with the dice, ensuring consistent results. - Reads an integer `total` from the input, which specifies the target sum of dice rolls. - Calls the `rollTotal` method to determine how many rolls are needed to reach at least the specified total. The result is stored in the `rolls` variable. - Outputs the number of rolls required. The `rollTotal` method should include logic to:- Continuously roll the dice.- Accumulate the sum until the specified `total` is reached or exceeded.- Count and return the number of rolls taken.This exercise is likely part of a learning module on loops, conditionals

GVDie Class:Create a class named GVDie.Declare instance variables myValue (to store the current die…

Answered: Given a GVDie object and an integer…

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE