The following is a recursive function: def countdown(n): if n == 0: return else: countdown(n - 1) countdown(5) In 3-5 sentences, explain the algorithm.

The algorithm is a simple countdown that starts at the given number and recursively decreases by 1 until it reaches zero. It uses a base case of n = 0 to stop the recursion. Each recursive call subtracts 1 from n and makes a new call with the updated value until the base case is reached. In this case, the algorithm will count down from 5 to 0.

The algorithm is a countdown function that takes an integer n as input.

If n is equal to 0, it does nothing and returns. Otherwise, it calls the countdown function with n-1 as the argument.
Essentially, it starts from the given number and recursively decreases the value by 1 until it reaches 0.
So, in this specific case, it will recursively call the countdown function with 4, 3, 2, 1, and finally 0.

The given algorithm is a recursive function called "countdown" that takes an input "n". It starts by checking if "n" is equal to 0. If it is, the function returns and terminates. If not, it calls itself again with a decreased value of "n" by 1. This process continues until "n" becomes 0, at which point the function returns and each recursive call is then able to return, resulting in a countdown from the initial value of "n" down to 0.