If 0 < P < Y, P is an odd number and Y is a prime number, which of the following can be the value of P + Y ?  Pick
A) 11. B) 13. C) 17. D) 10. E) 7.
If P is odd ,implies p(odd)+y(odd/even prime)=(Even/Odd)   If Y is even, the 2 is the even prime , therefore y=2p=1 since 0&lt;P&lt;Y therefore P+Y =3. But 3 is not an option   which implies y is odd,   Now P(odd)+Y(odd)=Even   10 is the only option that is even=10.
<result>D</result>
If 0 < P < Y, P is an odd number and Y is a prime number, which of the following can be the value of P + Y ?