Concept:Check each statement to see whether it gives a unique position for book
D.
Explanation:Statement II gives a definite arrangement.
Only two books are below
A, so
A is at the
4th position from the top.
One book is placed between
C and
A, so
C is either at the
2nd or the
6th position.
If
C is at the
2nd position, then books above
C=1, so books below
F=1, which places
F at the
5th position.
The remaining positions
1,3,6 would be occupied by
B,E,D, and since
B is above
E and
E is above
D,
D would be at the
6th position.
This contradicts the condition that
D is not at the bottommost position.
Therefore,
C must be at the
6th position.
Then books above
C=5, so books below
F=5, giving
F at the
1st position.
Now, with
A at
4,
C at
6, and
F at
1, the remaining positions
2,3,5 must be
B,E,D in that order from top to bottom.
So,
B is at
2,
E is at
3, and
D is at
5.
Thus, the final arrangement from top to bottom is
F,B,E,A,D,C, and book
D is
5th from the top.
Statement I alone gives multiple possible arrangements, so it is not sufficient to fix the position of
D.
Answer:Data in statement II alone are sufficient to answer the question.
Correct option: C.