Data Structures and Algorithms in Java
Data Structures and Algorithms in Java
6th Edition
ISBN: 9781118771334
Author: Michael T. Goodrich
Publisher: WILEY
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Chapter 5, Problem 30P

Write a program that can solve instances of the Tower of Hanoi problem (from Exercise C-5.16).

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Make a recursive method for factoring an integer n. First, find a factor f, then recursively factor n / f. This assignment needs a resource class and a driver class; these two classes will need to be in two separate files. The resource class will contain all of the methods and the driver class only needs to call the methods. The driver class needs to have only 5 lines of code. The code needs to be written in Java.
For this exercise, you will create several recursive functions in order to get a better understanding of how recursion works.  In exercise 2, we will illustrate using recursion for creating art.   Create a new project in IntelliJ called Recursion.  Add a new Java class called Recursion with a public static main function.   You will add several functions to your Recursion class as follows: 1  Write a recursive function int sum(int n) that adds up the numbers from n to 1 and print your result.   For example from main do the following:  Recursion recursion = new Recursion();System.out.println(recursion.sum(6));   1.2 Write a recursive function factorial(int n) that calculates the factorial of n.  Print out the results.  Add your function to your Recursion class.    1.3.   Write a recursive function powerOf10(int n) that calculates 10n.     1.4.  Write a more general recursive function powerOfN(int x, int p)  that calculates the power of xp.  Do not use the Math.pow function.   1.5.…
Implement the vacuum cleaning agent function in Python/Java for the scenario described below: Consider two-dimensional Boolean array of size m x n (m and n can each be equal to 4) where m is the number of rows, and n is the number of columns. Obtain numerical positive integer values for m and n as inputs from the user. Generate random numbers and scale them down to either a “0” or a “1” according to whether they represent “Clean” or “Dirty”, respectively. After filling the array with 0s or 1s, start at some random array position indicating the initial position of the vacuum cleaner. First check if at that current position, there is the presence of a “Dirt” or not determined by whether 0 or 1 is filled in at that initial position of the vacuum cleaner. If there is a “Dirt”, clean it, and if there is no “Dirt” do a No-operation. After this is done, generate random numbers modulo 4 to obtain random numbers 0, 1, 2, 3 indicating whether to take a left, right, up or down correspondingly. If…
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