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DI Test 81

Directions for Questions from 1 to 3:

Answer the questions on the basis of the information given below
The shopkeeper of a particular shop announces that the selling price of all the items sold from his shop will change only on the first day of each of
the three months namely January, February and March. The selling price of an item in the month of January will change with respect to the marked
price of that particular item and the selling price of an item in the months of February and March will change with respect to the marked price of that
particular item in the previous month. The following table provides information about six of the items that are available for sale from his shop.
Further, the table provides the maximum and the minimum possible selling price of each of the six items during each of the mentioned three months.

1. What could be the minimum possible difference between the selling price of the two mentioned shoes
at any point of time in the given three months?

j Rs.44.55
k
l
m
n
j Rs.40.85
k
l
m
n
j Rs.37.75
k
l
m
n
j Rs.49.25
k
l
m
n
j Rs.53.75
k
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i Skip this question
j
k
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n

2. Rahim bought one of the mentioned Shirts and Trouser-1 in any of the three given months. What is the
maximum possible amount Rahim paid for this purchase?

j Rs.887
k
l
m
n
j Rs.897
k
l
m
n
j Rs.995
k
l
m
n
j Rs.987
k
l
m
n
j Rs.700
k
l
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n
i Skip this question
j
k
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n

3. What is the selling price(approximate) of Shirt-1 in the month of March?

j Rs.312
k
l
m
n
j Rs.282
k
l
m
n
j Rs.318
k
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n
j Either (1) or (2)
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j Cannot be determined
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i Skip this question
j
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n
 Directions for Questions from 4 to 7:
Answer the questions on the basis of the information given below.
Five friends namely Salim, Sanjay, Sunil, Gaurav and Tarun played a game, which lasted for 6 weeks namely Week 1, Week 2, Week 3, Week 4,
Week 5 and Week 6 in that order. In the game each of the friends selected exactly five players out of the ten players namely A, B, C, D, E, F, G, H, I
and J at the beginning of week 1. Only at the end of each week the friends were allowed to substitute at most three players from their respective
team. The players who substituted the existing players were out of the 10 mentioned players. The number of points earned by each friend is the
sum total of the points earned by the players in his team during a particularweek. The total number of points earned by each friend at the end of
any week is the cumulative sum total of the points earned by him in all the weeks that have passed by Ranks 1 to 5 are awarded to the friends at
the end of each week. Between any two friends a numerically lesser rank is given to the friend who has more number of points.
TABLE 1 provides information about the number of points earned by the mentioned players in each of the six weeks.
TABLE 2 provides information about the composition of the teams selected by the friends at the beginning of week 1.

Gaurav got minimum possible number of points in each of the weeks after week 1 sequentially.

4. Additional Information
Sanjay substituted exactly four players across all the six weeks. He did not substitute any player at the end of weeks 1 and 2. In the remaining
weeks, the substitutions made by him were such that he earned maximum possible number of points.

How many players were there in the team selected by Sanjay for exactly three weeks such that the three
weeks are consecutive?

j 0
k
l
m
n
j 2
k
l
m
n
j 1
k
l
m
n
j 4
k
l
m
n
j 3
k
l
m
n
i Skip this question
j
k
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n

5. Additional Information
Sanjay substituted exactly four players across all the six weeks. He did not substitute any player at the end of weeks 1 and 2. In the remaining
weeks, the substitutions made by him were such that he earned maximum possible number of points.

Find the number of points earned by Sanjay in week 5.

j 650
k
l
m
n
j 615
k
l
m
n
j 570
k
l
m
n
j 605
k
l
m
n
j 590
k
l
m
n
i Skip this question
j
k
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n
6. In how many weeks B, J and E were present together in the team selected by Gaurav?

j 0
k
l
m
n
j 1
k
l
m
n
j 2
k
l
m
n
j 3
k
l
m
n
j 4
k
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n
i Skip this question
j
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n

7. Find the number of points earned by Gaurav in week 5.

j 170
k
l
m
n
j 230
k
l
m
n
j 215
k
l
m
n
j 210
k
l
m
n
j 245
k
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n
i Skip this question
j
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n

8. The number assigned by Professor Chaurasia to each of the 26 alphabets namely A, B, C, ......, Y and Z is 1, 2, 3, ......, 25 and 26 respectively. He
makes a selection of certain alphabets such that his selection includes all the vowels and all those alphabets which have been assigned a number
that is prime. He forms a five-letter word using the alphabets from his selection. Which of the following is definitely not a word formed by him?

j IGCAM
k
l
m
n
j SCEKA
k
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n
j SUOEM
k
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n
j UQKAE
k
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n
j OGVUE
k
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n
i Skip this question
j
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n

9. Five thieves namely Amar, Bhuvan, Chirag, Dhruv and Elan have been assigned five codes namely A, B, C, D and E not necessarily in this particular
order. Also, each thief has been assigned only one of the mentioned codes. For none of the thieves, the first alphabet of his name is same as his
assigned code. The code assigned to both Amar and Chirag is neither B nor E. Further, the code assigned to both Dhruv and Elan is neither A nor C.
If the code assigned to Amar is D, what is the code assigned to Bhuvan?

j C
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n
j D
k
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n
j E
k
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n
j A
k
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n
j Cannot be determined
k
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i Skip this question
j
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n

10. There are exactly three pairs of siblings among ten children namely Sam, Joe, Tim, Ron, Ken, May, Bob, Ian, Den and Emy such that no child is
common in these pairs. Mr. Vaughan randomly selects four children and in each selection there is exactly one pair of siblings and the other two
children do not have any sibling. Some of the selections done by him are listed in the table given below.

I Sam Tim Den May

II Ken Ron Joe Bob
Selections III Tim Ian Bob Emy
IV May Bob Den Sam

Which of the following can never be a selection done by Mr. Vaughan?

j Den, Ken, Sam and May

k
l
m
n
j Ian, Emy, May and Ron
k
l
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n
j Tim, Ken, Joe and Ron
k
l
m
n
j Ron, Sam, Joe and May
k
l
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n
j Sam, Den, Ken and Bob
k
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i Skip this question
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n

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