Please help, this is from Kaplan:
If x and y are prime numbers, is y (x-3) odd?
1. x>10
2. y<3
My answer: Statement two is sufficient, since y is less than 3 and is a prime number, it must be two. An even number (y) can't get the product of odd number by multiplying with any # because only odd x odd=odd
But this is not the Kaplan answer, what did I do wrong?
Thanks for your help!
If x and y are prime numbers, is y (x-3) odd?
1. x>10
2. y<3
My answer: Statement two is sufficient, since y is less than 3 and is a prime number, it must be two. An even number (y) can't get the product of odd number by multiplying with any # because only odd x odd=odd
But this is not the Kaplan answer, what did I do wrong?
Thanks for your help!
