The following program is a non-recursive solution. Fill out the numbered blanks in the program and highlight your answers with the corresponding numbers.

The triangle.cpp ProgramDoes recursion actually work? If you run the triangle.cpp program, you’ll see that itdoes. The program uses recursion to calculate triangular numbers. Enter a value for the term number, n, and the program will display the value of the corresponding triangular number.  show the triangle.cpp program

Written explaination required

IN PYTHON, Using recursion: ask the user for the length of a square and the character they want to use. Draw the square (similar to mini assignment #15 in functions part 3). Once the user creates the square with their specification, ask them if they want it to be smaller or larger and how many times. Draw all the squares growing in size to the specified range.

solve q5 only please

How do I calculate the minimum velocity and maximum height using recursion and code to ask the user to guess a minimum velocity and maximum height, which the code should use as start points

I want solution with step

I need this answer as soon as possible   Write a program to find the power of a number using the recursion.

Python Question :Which of the following describes the base case in a recursive solution? Group of answer choices the way to return to the main function the case in which the problem is solved through recursion the way to stop the recursion a case in which the problem can be solved without recursion

a. Prompt the user to type a word on console and save the input into variable b. Implement recursive method(s) isPalindrome() to check if the given word is a palindrome and call it from the main(). c. Implement recursive method(s) theLength() to calculate the length of the given word (its number of characters) d. Display your results on console in the following format: "You word palindrome." consists of_ characters, this a e. Explain in comments the algorithms you use (how the recursion works, where is the base case, there is the recursive call(s), how you reduce the problem complexity).