Which would be the base case in a recursive solution to the problem of finding the factorial of a number. Recall that the factorial of a non-negative whole number is defined as n! where:
If n = 0,then n! = 1
If n 0,then n! = 1 x 2 x 3 x ...
X n
A) n = 0
B) n = 1
C) n 0
D) The factorial of a number cannot be solved with recursion.

Question

Which would be the base case in a recursive solution to the problem of finding the factorial of a number. Recall that the factorial of a non-negative whole number is defined as n! where:
If n = 0,then n! = 1
If n > 0,then n! = 1 x 2 x 3 x ...
X n
A) n = 0
B) n = 1
C) n > 0
D) The factorial of a number cannot be solved with recursion.

Quizplus · Accepted Answer

The base case in a recursive solution for finding the factorial of a number is when n = 0. At this point, we know that 0! = 1. This is the starting point for calculating the factorial of any other number greater than zero.

Which Would Be the Base Case in a Recursive Solution