Computing efficiency Program plan: Import required files. Call the function “setrecursionlimit()” to set limit. Define a function “factorial()”. Set the value of “fact” equal to 1 Iterate a for loop. Set the value of “fact”. Return the value of “fact”. Define a function “iterative_options()”. Declare a variable “x” and set with value of “factorial(n)”. Declare a variable “x” and set the value. Return the value “x/y”. Define a function “recursive_options()”. If the condition “k == 1”is true. set the value of “options” as n. Checking another condition “n < k”. set the value of “options” as 0. If the conditions failed. Set the value of options using function “recursive_options()”. Return the value of “options”. Define the “main()” function. Print the value using “iterative_options()”. Print the value using “recursive_options()”. Call the “main()” function.

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Chapter 13, Problem 7PE

Program Plan Intro

Computing efficiency

Program plan:

Import required files.

Call the function “setrecursionlimit()” to set limit.

Define a function “factorial()”.

Set the value of “fact” equal to 1

Iterate a for loop.

Set the value of “fact”.

Return the value of “fact”.

Define a function “iterative_options()”.

Declare a variable “x” and set with value of “factorial(n)”.

Declare a variable “x” and set the value.

Return the value “x/y”.

Define a function “recursive_options()”.

If the condition “k == 1”is true.

set the value of “options” as n.

Checking another condition “n < k”.

set the value of “options” as 0.

If the conditions failed.

Set the value of options using function “recursive_options()”.

Return the value of “options”.

Define the “main()” function.

Print the value using “iterative_options()”.

Print the value using “recursive_options()”.

Call the “main()” function.

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