A positive whole number n > 2 is prime if no number between 2 and n (inclusive) evenly divides n Write a program that accepts a value of n as input and determines if the value is prime. If n is not pri me, your program should quit as soon as it finds a value that evenly divides n. from math import sart # This function returns a Boolean whether the number n (>2) is prime or not. def prime(n): divisor =2 found = False # Whether a divisor dividing n has been found max_divisor sart(n) while divisor <= max_divisor and (not found): if n % divisor ==0: found True else: divisor += 1 return not found #3n = int(input("Enter a value for n: ")) #pr int(pr ime(n)) # Modify the previous program to find every prime number less than or equal to n.

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Modify the previous program to find every prime number less than or equal to n

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II II ||
A positive whole number n > 2 is prime if no number between 2 and n (inclusive) evenly divides n.
Write a program that accepts a value of n as input and determines if the value is prime.
If n is not pr i me, your program should quit as soon as it finds a value that evenly divides n.
II II ||
from math import sart
# This function returns a Boolean whether the number n (>2) is pr ime or not.
def prime(n):
divisor =2
found = False # Whether a divisor dividing n has been found
max_divisor
sgrt(n)
while divisor <= max_divisor and (not found):
if n % divisor ==0:
found = True
else:
divisor += 1
return not found
#n = int(input("Enter a value for n: "))
#pr int(pr ime(n))
# Modify the previous program to find every prime number less than or equal ton.
Transcribed Image Text:II II || A positive whole number n > 2 is prime if no number between 2 and n (inclusive) evenly divides n. Write a program that accepts a value of n as input and determines if the value is prime. If n is not pr i me, your program should quit as soon as it finds a value that evenly divides n. II II || from math import sart # This function returns a Boolean whether the number n (>2) is pr ime or not. def prime(n): divisor =2 found = False # Whether a divisor dividing n has been found max_divisor sgrt(n) while divisor <= max_divisor and (not found): if n % divisor ==0: found = True else: divisor += 1 return not found #n = int(input("Enter a value for n: ")) #pr int(pr ime(n)) # Modify the previous program to find every prime number less than or equal ton.
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