With procrastination against me, I managed to finish this task. As simple as this is, I'm pretty proud of it. On the bottom you can see I am testing my Prime_finder function with a really large prime number (31,789,553) and the results came out as True.
How I completed it.
The one special property of prime numbers is that it's a number that is only evenly divisible by itself and the number 1. In other words it has 2 divisors
In the code I set up firstly that if the number handed was less than 2 then there's no way for it to be a prime number:
if x < 2:
return False
Then in the second part, the else statement, I set up the code so that it checks every number below x if it is divisible by that number. AND if it was, then I would count that.
for i in range(1, x + 1):
if x % i == 0:
count += 1
Lastly, at the end of the code, it checks to see how many counts there are for x. If x has more than 2 divisors, then it's not a prime number and returns False.
Could I have done this better?
Maybe.
This was a brute force attempt, and you'll notice that if you run really large numbers through this it can take up to half a minute which is quite some time in the mind of a programmer.
Thanks for reading, until next time!