def factorial(n): if n==1: else:

  1. def factorial(n):if n==1: else: return n* factorial(n-1) print("the factorial of ", 7, "is", factorial (7)) how could the
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  2. Recursive Algorithms Quick Check 1 of 51 of 5 Items Question Consider the recursive function for the calculation of a factorial.
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  3. Which code reflects the recursive case?(1 point) Responses else: return (x * factorial(x - 1)) else: return (x * factorial(x -
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  4. The following code is for a Python function to represent a recursive function to find the factorial of an integer def
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  5. The following code is for a Python function to represent a recursive function to find the factorial of an integerdef
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  6. The following code is for a Python function to represent a recursive function to find the factorial of an integerdef
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    2. kjhgfdUse the picture to answer the question. A f asked by kjhgfdUse the picture to answer the question. A f
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  7. The following code is for a Python function to represent a recursive function to find the factorial of an integerdef
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  8. The following code is for a Python function to represent a recursive function to find the factorial of an integerdef
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  9. For the recursive factorial function output shown below, which lines of output would reflect the backward phase? 1 factorial(3)
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  10. For the recursive factorial function output shown below, which lines of output would reflect the backward phase?1 factorial(3) 2
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    2. Hayden asked by Hayden
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