if p is a prime number and n is a large number, then which of the following statements may be true? Choose all that apply if p does not divide n, then n cannot have p as a prime factor if p does divide n, then n cannot have p as a prime factor if p does divide n, then there is exactly one p prime factor in n if p does divide n, then there is at leasy one p prime factor in n if p does not divide n, then gcd(p, n) = 1 if p does divide n, gcd(p, n) = p