Probelm part 1: Define a function called common_divisors that takes two positive integers m and n as its arguments and returns the list of all common divisors (including 1) of the two integers, unless 1 is the only common divisor. If 1 is the only common divisor, the function should print a statement indicating the two numbers are relatively prime. Otherwise, the function prints the number of common divisors and the list of common divisors. Complete each to do with comments to expalin your process. Problem part 2: complete the following todo's and make comments to explain each step # TODO: Define the function 'common_divisors' with two arguments 'm' and 'n'. # TODO: Start with an empty list and append common divisors to the list. # TODO: Create a conditional statement to print the appropriate statement as indicated above. Problem part 3: Call the function common_divisors by passing 5 and 38. Your output should look like this: 5 and 38 are relatively prime. # TODO: Call the function 'common_divisors' by passing 5 and 38. Your output should appear as indicated. Problem part 4: Call the function common_divisors by passing 72 and 48. Your output should look like this: 72 and 48 have 8 common divisors, including 1. [1, 2, 3, 4, 6, 8, 12, 24] # TODO: Call the function 'common_divisors' by passing 72 and 48. Your output should appear as indicated.
Probelm part 1: Define a function called common_divisors that takes two positive integers m and n as its arguments and returns the list of all common divisors (including 1) of the two integers, unless 1 is the only common divisor. If 1 is the only common divisor, the function should print a statement indicating the two numbers are relatively prime. Otherwise, the function prints the number of common divisors and the list of common divisors. Complete each to do with comments to expalin your process.
Problem part 2: complete the following todo's and make comments to explain each step
# TODO: Define the function 'common_divisors' with two arguments 'm' and 'n'.
# TODO: Start with an empty list and append common divisors to the list.
# TODO: Create a conditional statement to print the appropriate statement as indicated above.
Problem part 3: Call the function common_divisors by passing 5 and 38. Your output should look like this:
5 and 38 are relatively prime.
# TODO: Call the function 'common_divisors' by passing 5 and 38. Your output should appear as indicated.
72 and 48 have 8 common divisors, including 1.
[1, 2, 3, 4, 6, 8, 12, 24]
# TODO: Call the function 'common_divisors' by passing 72 and 48. Your output should appear as indicated.
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