Self-assessment quiz

Presentation & objectives

The following quizzes are here to help you check that you understood the articles you had to study. They are provided for self-assessment and will not be graded or stored.

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Quizzes

--- secondary_color: lightgray --- # Recursive algorithms What is a base case in a recursive function? - [x] The part of the function where the recursion stops and a result is returned. - [ ] The part of the function that calls itself. - [ ] The maximum depth the recursion can reach. - [ ] The initial call to the recursive function. # Recursive algorithms Given the following recursive function, what will be the output of `foo(3)`? ```python def foo (n: int) -> int: if n == 0: return 1 else: return n - 1 * foo(n) ``` - [ ] 6. - [x] The input is not getting "smaller", this leads to infinite recursion. - [ ] The base case is incorrect, this leads to infinite recursion. - [ ] The recursive call is not always connected to the base: this may lead to infinite recursion. # Recursive algorithms Given the following recursive function, what will be the output of `bar(4)`? ```python def bar (n: int) -> int: if n == 0: return 1 else: return n + bar(n - 2) ``` - [x] 7. - [ ] The input is not getting "smaller", this leads to infinite recursion. - [ ] The base case is incorrect, this leads to infinite recursion. - [ ] The recursive call is not always connected to the base: this may lead to infinite recursion. # Recursive algorithms Given the following recursive function, what will be the output of `bar(3)`? ```python def bar (n: int) -> int: if n == 0: return 1 else: return n + bar(n - 2) ``` - [ ] 4. - [ ] The input is not getting "smaller", this leads to infinite recursion. - [ ] The base case is incorrect, this leads to infinite recursion. - [x] The recursive call is not always connected to the base: this may lead to infinite recursion.