Consider the following grammar production.
S -> X
X-> YX | $\epsilon$
Y ->aY |b
Which of the following is not LR(1) item set?
<ol style="list-style-type:upper-alpha"><li> [S ->X.,\$] </li><li> [Y ->a.,a |b|\$] </li> <li> [Y-> b.,a |b|\$] </li> <li> [ Y -> a.Y, a|b|\$] ,[Y * aY,a|b|\$] </li></ol>