The output of the code will be 48.
Here's a breakdown of how the code works:
Function Definition:
The code defines a recursive function named fun that takes two integer arguments, x and y.
Base Case:
If x is equal to 0, the function returns y. This is the base case that stops the recursion.
Recursive Case:
If x is not 0, the function calls itself recursively with the arguments x - 1 and x * y. This means the function keeps calling itself with updated values until it reaches the base case.
Function Call and Output:
The code calls the fun function with the arguments 4 and 2: print(fun(4, 2)).
This initiates the recursive process, which unfolds as follows:
fun(4, 2) calls fun(3, 8) because 4 is not 0.
fun(3, 8) calls fun(2, 24).
fun(2, 24) calls fun(1, 48).
fun(1, 48) calls fun(0, 48).
Finally, fun(0, 48) returns 48 because x is now 0 (the base case is reached).
This value, 48, is then printed to the console, resulting in the output you see.
In essence, the code calculates a product of numbers in a recursive manner, with the final product being 2 * 4 * 3 * 2 = 48.
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