The following function is designed to determine (the hard way) if a number is prime. What definition for stopNum will complete the function? There are multiple answers that will work in the sense that they will produce the right output. For full marks, your answer must be the one which will both work AND cause the loop to run the FEWEST number of times (thus making the function as fast as possible). def checkPrime(num): factors = [] stopNum for nn in range(2,stopNum): if num % nn == 0: = ??? factors.append(nn) if len(factors): print("The number is composite") alre:

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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The following function is designed to determine (the hard way) if a number is prime.
What definition for stopNum will complete the function?
There are multiple answers that will work in the sense that they will produce the
right output. For full marks, your answer must be the one which will both work AND
cause the loop to run the FEWEST number of times (thus making the function as fast
as possible).
def checkPrime(num):
factors - []
stopNum = ???
for nn in range (2, stopNum):
if num % nn == 0:
factors.append (nn)
if len(factors):
print("The number is composite")
else:
print("The number is prime")
Transcribed Image Text:The following function is designed to determine (the hard way) if a number is prime. What definition for stopNum will complete the function? There are multiple answers that will work in the sense that they will produce the right output. For full marks, your answer must be the one which will both work AND cause the loop to run the FEWEST number of times (thus making the function as fast as possible). def checkPrime(num): factors - [] stopNum = ??? for nn in range (2, stopNum): if num % nn == 0: factors.append (nn) if len(factors): print("The number is composite") else: print("The number is prime")
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