Let H be the quotient group Q/Z. Consider the following statements. I. Every cyclic subgroup of H is finite. II. Every finite cyclic group is isomorphic to a subgroup of H. Which one of the following holds ?

Let H be the quotient group Q/Z. Consider the following statements.

1.	Let H be the quotient group Q/Z. Consider the following statements. I. Every cyclic subgroup of H is finite. II. Every finite cyclic group is isomorphic to a subgroup of H. Which one of the following holds ?
A.	I is true but II is false
B.	II is true but I is false
C.	both I and II are true
D.	neither I nor II is true
Answer» D. neither I nor II is true