In mathematics we refer a number that is a prime number if the number is greater than one that has no positive dividend or divisor other than 1 and itself. For example 7 is considered as prime number primarily because 1 and 7 are its only it positive integer factors, whereas 8 is composite because it has the divisor of 2 and 4.
I wrote this program using Python as my programming language if your find my work useful in your programming assignments and projects using Python you can send me an email at jakerpomperada@gmail.com and jakerpomperada@yahoo.com.
Thank you very much.
Sample Output of Our Program
Program Listing
# Written By: Mr. Jake R. Pomperada, MAED-IT
# Tools : Python
# Date : July 30, 2014 Wednesday
def checking_prime_number(number):
if number > 1:
for i in range(2,number):
if (number % i) == 0:
print(number,"is not a Prime Number")
print(i,"times",number//i,"is",number)
break
else:
print(number,"is a Prime Number.")
else:
print(number,"is not a Prime Number.")
complete = False
while complete == False:
print("@==================================@")
print(" Prime Number Checker ")
print("@==================================@")
print("");
value = int(input("Kindly Enter a Number :=> "))
print("");
checking_prime_number(value)
print("")
choice = input("Are You Finish? Y/N: ").lower().strip()
if choice == "y":
complete = True
else:
print("\n")
print("Thank You For Using This Program.")
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