SNAP 2009 Question Paper

A part is a part/fraction of a whole, and in the same way a class is a part of a school. 

Hence, Option B makes sense and is our answer.

Summit and apex are synonymous to each other, and therefore we need to pick a pair of synonyms to match the analogy. Going by the options, only option A wherein Beautiful and pretty suffices the analogy. 

With close observations, we can see that each letter has a particular digit associated with it.

B-5

E-7

A-3

U-0

T-4

I-1

F-2

L-8

R-9.

.'. FUTURE will be coded as 204097, which is given in Option B.

There can be 28(February in a Non-Leap year), 29 (February in a Leap year), 30 and 31 days in a month.

For 28 days, if a month ends in a Wednesday, there are 4 days each of Monday, Tuesday, Wednesday, Thursday, Friday, Saturday and Sunday.

For 31 days, if a month ends in a Wednesday, we have 5 days each of Monday, Tuesday and Wednesday after distributing 28 days equally to the 7 days.

Therefore, if the month is not specified, we can have both 4 and 5 Mondays in a month. hence, option D.

The table can be read row-wise. The first number when multiplied with the half of the third number, gives the second number, i.e.

17*(12/2)= 17*6= 102

Similarly for the second row, 15*(10/2)= 15*5= 75 - Option B 

The table can be read row-wise. The first number when multiplied with third number, and then doubled, gives the second number, i.e.

12*14*2= 336

Similarly for the second row, 15*16*2= 480 - Option B

From statement III, we can infer that both B and C are in one boat, different from that of G. 

Now, as per the question, if F and B are in the same boat, F and C are also together. So, when we use statement II, we can see that D has to be on the same boat as F. So, B, C, D and F are on one boat and the rest are in the other one (as only a maximum of 4 persons in a boat are allowed).

Option option A is correct with the final results we obtain.

From statement I, A and E are always together. If F joins them, the possibility of F and C being together is ruled out as in that case, D will have to be included and then, it will violate statement IV with 5 persons on a boat. 

So, D will be on the other boat. Also, from statement III, we can infer that B and C are always together and not on the same boat as G. B and C cannot join A, E and F as it will once again, contradict statement IV. So, G joins A, E, F on a boat and the other 3- C, B and D are on the other boat. 

Hence, option D.

For every subsequent figures, the number of horizontal and vertical lines decrease by 1. 

In the first figure, we have 3 Horizontal and 4 vertical lines. In the next figure, we have 2 Horizontal and 3 vertical lines. In the next one, we have 1 horizontal and 2 vertical lines.

So, in the final figure, we will have 0 horizontal and 1 vertical line. Hence, Option C.

Figure 4 should be related to 3 in the same way as 2 is related to 1. 

In figure 2, the dots remain at the same place and the lines flip by 180$$^{\circ\ }$$

Similarly, in figure 4, the dots should remain as it is and the lines should flip itself by 180$$^{\circ\ }$$

Option C shows the required figure.