Why do they tell us that there are prime numbers when all numbers have square roots? doesn't that make that false?
I do not know what you are trying to say. A prime # is a # that can only be dived by 1 & it's self.The square root of a # is when two # times each other = the # that you want . Example the square root of 25 is 5 becuse 5 X 5 =25
the prime numbers have to have square roots that are whole numbers greater than 1
Ikr also negative numbers don't have any and also they are talking about whole numbers
A prime number is a number greater than 1 that lacks any positive divisors other than 1 and itself.All numbers may have a square root, but primes do not have a square root that is an even number (E.g., there are no decimals).