C++ How to Program (10th Edition)
C++ How to Program (10th Edition)
10th Edition
ISBN: 9780134448237
Author: Paul J. Deitel, Harvey Deitel
Publisher: PEARSON
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Chapter 21, Problem 21.21E
Program Plan Intro

Printing a String Backward Using Recursion.

Program Plan:

  • Include the required header files.
  • Declare the prototype of the function recursive.
  • Define the “recursive()” function.
    • Check whether str.rend()==rit.
      • If so then return.
      • Else display the current text at rit.
    • Make a call to function recursivewithstrand the next location.
  • Define the “main()” function
    • Create a string variable str.
    • Accept a line of text from user into str.
    • Display the original value of str variable.
    • Display the message “The reversed one is :”.
    • Make a call to function recursivewithstrand a string iterator.

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Recursion Practice Welcome back! In this lab, we will be reviewing recursion by practicing with some basic recursion problems. Objectives Increase familiarity with recursive logic by working through several recursive problems. Taking into consideration a few corner cases through analyzing the test cases. Using a regex expression that will remove punctuation. Getting Started This lab includes the following .java file: L4/└── Recursion.java└── Main.java**Main.java is a read-only file used for testing. It is not included in the starter jar.Here is the starter jar if you would like to code in a different environment: L4.jar.   Please complete ALL functions. Make sure to read the description for each function carefully. Do not include any for or while loops in your methods. These can all be completed in a purely recursive style, so do it recursively! In the spirit of incremental development, implement each method one at a time, look at the test cases and take into consideration what is…
Problem 2 -- Recursive Palindrome (Grey + Scarlet) Write a recursive method, isPalindrome, which takes a String as a parameter, and returns true if the String is a palindrome. For the purposes of this method, you may assume Strings with a length of o or 1 are palindromes.
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