Each student must do the work on this project by themselves unless they have notified and received permission to work with another by the instructor. You are only allowed to work in pairs or alone. You are not allowed to use a previous student’s work, share a current students work, or find a solution online and use it. Doing so will have consequences far worse than just a zero on this assignment. Taking credit for work you have not done is unethical. Note: making minor changes to an existing solution is not considered doing the work. Any work that ends up in your projects that is not your own, must be cited as such. You will lose credit for parts of your projects that are not yours, but you will not be accused of plagiarism so long as you do not take credit for it. Any plagiarism will result in an automatic zero on this assignment, and possible withdrawal from this class.
Project # 2 Implementation of UnboundedInt class
Your task is to create the class that is discussed in chapter 4, programming project 10 on page 249 of your textbook. You must use a linked list of integers to store the numbers. The use of the IntNode class (unaltered) that we discussed in class from chapter 4 is required. There is a fresh copy of this class in with this assignment. The UnboundedInt class will contain three or four instance variables:
· An integer called manyNodes that equals the number of Nodes
· Link to front of list, called front
· Link to back of list, called back
· Optional – a cursor that points to an IntNode within the list
· NO OTHERS
The idea of this class is to allow numerical values(integers) that are of any size and not limited to 32 bits(int) or 64 bits(long) of storage. To do this we will use a linked list of IntNode objects. Each Node will contain an integer value from zero to 999. When values of all nodes are listed together, this will allow us to store values with almost unlimited size (unless computer memory is used up). NOTE: We can assume that we will only be storing positive numbers for this project.
Although you can store the representation of your numbers in either way, it makes more sense if you do the lower value terms at the front of the list. For example, to represent the number 12,453,075 you would put a 75 in the first Node, then a 453 in the second and a 12 in the third. This order will help you when you are attempting to add or multiply two numbers of unknown length. Note: each node is assumed to store 3 digits of the full number, so values of less than 100 are still storing place holders.
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