write both non-recursive and recursive functions that display strings in backwards in python
### while pasting indentations/tabs may get disturbed, please refer pic for correct tabs
def string_back_recursion(string):
if(len(string)==1):
return string
return string[-1]+string_back_recursion(string[:-1])
def string_back_non_recursion(string):
rev=""
for i in range(len(string)):
rev=rev+string[len(string)-1-i]
return rev
print(string_back_recursion("mass"))
print(string_back_non_recursion("mass"))

write both non-recursive and recursive functions that display strings in backwards in python
solve with python
Write a recursive function recStringWithLenCount() that takes a
one-dimensional list of strings as a parameter and returns the
count of strings that have at least the length of second parameter
passed into the function that are found in the list. Recall that
you can determine whether an item is a string by writing type(item)
== str. The only list functions you are allowed to use are len(),
indexing (lst[i] for an integer i), or slicing (lst[i:j] for...
Python 3: Python 3: Write a LinkedList class that has recursive implementations of the add, display, remove methods. You may use default arguments and/or helper functions. class Node: """ Represents a node in a linked list """ def __init__(self, data): self.data = data self.next = None class LinkedList: """ A linked list implementation of the List ADT """ def __init__(self): self.head = None def add(self, val): """ Adds a node containing val to the linked list """ if self.head is...
Write a Python program to create some recursive artwork, using the turtle module by using recursive functions. This program should look very creative, wanna get some points!
Write a python program that reads in 5 strings from the keyboard. Count the number of strings that start with 'th'. Display this count. Use a loop
Python please Write a function print_back_upper() that accepts a string my_str as an argument and displays the string backwards and in uppercase, all in one line (Note: Create any necessary variables) For example: if my_str = "Python" then, your output should display as follows: NOHTYP (Hint: You can use for loop navigating up to range of len of string-1, -1, -1 and use reverse() and upper() functions to create and display the string backwards in uppercase)
in python Part I: Sum of Odd Integers Write a recursive function sum-odds that takes a non-empty list of integers as an argument and returns the sum of only the odd integers in the list. In class we explored a recursive function called rsum that recursively computes the sum of a list of integers use it as a model to get started. Your function must be recursive and must not use any loops
In python programming. Write a recursive function that accepts an integer argument, n. The function should display n lines of asterisks on the screen, with the first line showing 1 asterisk, the second line showing 2 asterisks, up to the nth line which shows n asterisks.
Using Python; Caesar part of the homework: Write c_encrypt() and c_decrypt(), both of which take two arguments, the first one a string and the second one an integer key. Both should return a string. Vigenère part of the homework: Write vig_encrypt() and vig_decrypt() functions. Each takes two strings as inputs, with the first being the plaintext/ciphertext, and the second being the key. Both should be calling functions you wrote earlier to help make the work easier. The key will be...
****python****
Q1.
Write a recursive function that returns the sum of all numbers
up to and including the given value.
This function has to be recursive; you may not use loops!
For example:
Test
Result
print('%d : %d' % (5, sum_up_to(5)))
5 : 15
Q2,
Write a recursive function that counts the number of odd
integers in a given list.
This function has to be recursive; you may not use loops!
For example:
Test
Result
print('%s : %d' % ([2,...
2) Please write a C++ program that uses both recursive and iterative functions to find the GCD of two numbers. In mathematics, the greatest common divisor (gcd) of two or more integers, when at least one of them is not zero, is the largest positive integer that divides the numbers without a remainder. For example, the GCD of 8 and 12 is 4.