The following code segment is supposed to determine whether or not a string is a palindrome, meaning that it is the same forward and backward. def isPalindrome(s: str) -> bool :    return palindromeHelper(s, 0, len(s) – 1) def palidromeHelper(s: str, l: int, h: int) -> bool :    if h

Consider the triangleArea function from the textbook shown below: 1. def triangleArea(sideLength: int) -> int:2.     if sideLength

Consider the following code segment: def sumList(data: list[int]) -> int:    return sumListIndex(data, 0) def sumListIndex(data: list[int], i: int) -> int:    if i == len(data) :        return 0    else :        return data[i] + sumListIndex(data, i + 1) This code segment contains an example of: _____________

Consider the following function for computing the greatest common divisor of two integers greater than 0: def gcd(x: int, y: int) -> int:  # Line 1    if x % y == 0:                     # Line 2        return y                         # Line 3    else :        return gcd(y, x % y)      # Line 4 Which line contains a recursive function call?

How many recursive calls to the fib function shown below would be made from an original call to fib(4)? (Do not count the original call) def fib(n: int) -> int:    # assumes n >= 0    if n

Consider the following code segment: def mystery_print(n: int) -> int :    if n == 0 :        return 0    else :        return n + mystery_print(n – 1) What is returned for the call mystery_print(-4)?

Consider the following code segment: def triangle_area (sideLength: int) -> int:    if sideLength == 1:        return 1    return triangle_area(sideLength – 1) + sideLength print(triangle_area(5)) How many times is the triangle_area function called when this code segment executes?

The printList function is supposed to print all of the elements in a list, one per line. What line of code should be placed in the blank to achieve this goal? def printList(data: list[str]) -> None :    ____________________ def printHelper(data: list[str], i: int) -> None :    if i == len(data) :        return    print(data[i])    printHelper(data, i + 1)

A recursive computation solves a problem using the solution to the same problem with ____________________ inputs.

Ergänzen Sie die Sätze. Achten Sie auf die Verbposition und die richtige Form.  Beispiel Zum Frühstück … Brot mit Marmelade. (Johanna/essen) Zum Frühstück isst Johanna Brot mit Marmelade. 1. [1] auch ein Stück Käse.(er/möchten) 2. Morgens [2] gern Apfelsaft. (meine Kinder/trinken)  3. [3] einen Salat, bitte.(ich/nehmen) 4. [4] noch Wasser?(ihr/möchten) 5. Am Nachmittag [5] gern ein Stück Kuchen.(mein Mann/essen)