Write a code which take integer from user and reverse the number using while loop (Number could contain n no of digits). Example: Input: 2548 Output: 845

Write a FUNCTION that asks the user to input a string. Unless the user inputs "END" or "end", a loop will execute wherein the user is asked to input a string. Each time the loop runs and the user input a string, the function does the following: +Print the number of letters in the string that the user inputs; +Print the number of digits in the string that the user inputs. When the user enters "END" or "end" the loop stops and the function prints the aggregate numbers of letters and digits that the user has entered from the beginning. Example: 1st loop: a8K6H => 3 letters and 2 numbers 2nd loop: THGF*T425 => 5 letters and 3 numbers Aggragates: 8 letters and 5 numbers

In Python please

Using for loop, write a program that accepts an integer from the user between 100 and 1000 andchecks if it is divisible by 2, 3, 4, 5, 6, 7, 8, 9 and accordingly displays a message to the user

Question 2: Write a program to read student ID and check whether it is odd/even number. Output a 4X4 badge if the student ID is even number and output a 3X3 badge if it is odd number. The badge is built up by the (height X width) of asterisks. (Use for-loop to draw the asterisks, do not hard-coded)

Write a C program that does the following tasks using while loop: • Reads 7 integers. • Finds the sum of numbers that are divisible only by 5.

PYTHON Question 4: Sum of the first N natural numbers: Part 1: Write a function sumNaturals (n) that returns the sum of the first n natural numbers. You can use this formula 1 + 2 + ... + n = n(n+1) / 2.  Make sure that the function returns an integer.  Do not use a for loop or a while loop.  def sumNaturals(n):     """ Sum all the first n natural numbers.     >>> sumNaturals(3) # 1 + 2 + 3 = 6     6     >>> sumNaturals(5) # 1 + 2 + 3 + 4 + 5 = 15     15     """     *** YOUR CODE HERE *** Part 2: Define a lambda expression that takes n and returns the sum of the first n natural numbers, using the above formula.