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Question :

The question below is followed by three statements numbered I, II and III. You have to decide whether the data provided in the statements are sufficient to answer the question.

There are seven shelves stacked one over another. Each shelf has things which belong to different persons. There are two shelves in between the ones that belong to T and A. Who has kept his things immediately below M?

I. N has his shelf immediately above A. E has his shelf above G but not immediately. There is one shelf in between the ones of A and D.

II. There are two shelves in between the ones of M and G. E has his shelf above T. D has his shelf immediately above N.

III. There is one shelf in between M and N. E has his shelf below A but not immediately. G has his shelf below T and not adjacent to that of D.

1. If the data in any two of the three statements together are sufficient to answer the question

2. If the data in statements I and either II or III together are sufficient to answer the question

3. If the data in statements III and either I or II together are sufficient to answer the question

4. If the data in all the three statements together are necessary to answer the question

5. If the data in statements II and either I or III together are sufficient to answer the question

Correct Answer : 1
Solution :

From I and II:

There are two shelves in between the ones of M and G.

Case 1Case 2Case 3Case 4
M/G
M/G
M/G
G/MM/G
G/M
G/M
G/M

N has his shelf immediately above A. D has his shelf immediately above N. So, cases 2 and 3 are invalid.

Case 1Case 4
M/GD
N
A
G/MM/G
D
N
AG/M

E has his shelf above G but not immediately.

Case 1Case 4
MD
EN
A
GM
DE
N
AG

There are two shelves in between the ones that belong to T and A. So, case 1 is invalid.

Case 4
D
N
A
M
E
T
G

So, E has kept his things immediately below M. Hence, statements I and II together are sufficient.

From II and III:

There are two shelves in between the ones of M and G.

Case 1Case 2Case 3Case 4
M/G
M/G
M/G
G/MM/G
G/M
G/M
G/M

E has his shelf above T. E has his shelf below A but not immediately. There are two shelves in between the ones that belong to T and A.

Case 1Case 2(i)Case 2(ii)Case 3Case 4
M/GA
M/GM/GA
AEM/GA
G/MTAEM/G
EG/MG/MTE
TEG/MT
TG/M

D has his shelf immediately above N. There is one shelf in between M and N. So, cases 1, 2(ii), 3 are invalid.

Case 2(i)Case 4
AD
GN
EA
TM
ME
DT
NG

G has his shelf below T and not adjacent to that of D. So, case 2(i) is invalid.

E has kept his things immediately below M. Hence, statements II and III together are sufficient.

From I and III:

There are two shelves in between the ones that belong to T and A.

Case 1Case 2Case 3Case 4
T/A
T/A
T/A
A/TT/A
A/T
A/T
A/T

E has his shelf above G but not immediately. E has his shelf below A but not immediately. So, A must be above T. So, case 4 is invalid. N has his shelf immediately above A. So, case 1 is invalid. There is one shelf in between the ones of A and D.

Case 2Case 3
ND/
AN
A
D
T/D
T

There is one shelf in between M and N.

Case 2Case 3
ND/
AN
MA
DM
T/D
T

E has his shelf above G but not immediately. E has his shelf below A but not immediately. So, case 2 is invalid.

Case 3
D
N
A
M
E
T
G

So, E has kept his things immediately below M. So, statements I and III are sufficient together.

Hence, any two of the three statements together are sufficient.

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