<p>Sets P and Q are shown above. If x is a member of set P and y is a member of set Q, which of the following CANNOT be equal to the product xy?</p>
<p>(A) 16
(B) 18
(C) 20
(D) 21
(E) 24</p>
<p>Yeah, it's the 4th question in a section so it should be cake, but I've never learned or even heard about sets. Can someone kindly explain to me what's going on?</p>
<p>yeah it's 16. Thanks for the explanation. Damn I really feel like an idiot because I just came across something else that really confuses me. It's question #8 (in the 20 q sec) so it should also be really easy but yeah...</p>
<p>If 10 # h = 98, then h =?
a =8
b=9
c=10
d=11
e=12</p>