Respuesta :
if p is prime, then p^2 + 4 is prime.
so we have to prove this wrong...
let p = 2 (a prime number)
2^2 + 4 = 4 + = 8 (not a prime number)....so we just proved it false
so we have to prove this wrong...
let p = 2 (a prime number)
2^2 + 4 = 4 + = 8 (not a prime number)....so we just proved it false
If p is prime , then p could be 2.
p² + 4 could also be prime? p = 2
2² + 4 = 4 + 4 = 8, 8 is not prime.
Therefore p = 2 is a counter example. In the sense that p = 2, does not support the statement that p² + 4 which is 8 in this case is a prime.
So p = 2 is a counter example.
p² + 4 could also be prime? p = 2
2² + 4 = 4 + 4 = 8, 8 is not prime.
Therefore p = 2 is a counter example. In the sense that p = 2, does not support the statement that p² + 4 which is 8 in this case is a prime.
So p = 2 is a counter example.