Problem Solving with C++ Plus MyLab Programming with Pearson eText -- Access Card Package (10th Edition)
Problem Solving with C++ Plus MyLab Programming with Pearson eText -- Access Card Package (10th Edition)
10th Edition
ISBN: 9780134710747
Author: Walter Savitch
Publisher: PEARSON
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Chapter 17, Problem 8PP

This project requires that you complete Programming Project 7 from this chapter and Programming Project 8 from Chapter 14. Programming Project 8 asked you to write a program to find all permutations of a set. Modify the program so that it generates permutations given an instance of the template-based set class defined in Programming Project 7. You may wish to also use your template-based set class to help simplify the implementation of the permutation algorithm itself. The algorithm requires that you store a set of lists. C++ allows you to create a set of lists with your template-based set class. For example, mySet<vector<T> > will define a set containing a vector of type T. Be careful to place a space between the last two >’s, or the compiler may get confused. The code mySet<vector<T>> without a space will likely produce a compiler error unless you are using C++11 or higher. Your program should print all permutations of sets of several different sizes and comprised of several different types of data (for example, a set of three integers, a set of four strings, or a set of five doubles).

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In this project you will implement a Set class which represents a general collection of values. For this assignment, a set is generally defined as a list of values that is sorted and does not contain any duplicate values. More specifically, a set shall contain no pair of elements e1 and e2 such that e1.equals(e2) and no null elements. Requirements To ensure consistency among all implementations there are some requirements that all implementations must maintain. • Your implementation should reflect the definition of a set at all times. • For simplicity, your set will be used to store Integer objects. • An ArrayList<Integer> object must be used to represent the set. • All methods that have an object parameter must be able to handle an input of null. • Methods such as Collections.sort that automatically sort a list may not be used. • The Set class shall reside in the default package. Recommendations There are deviations in program implementation that are acceptable and will not…
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