Answer the questions on the basis of the information given below.
Six players Anil, Bimal, Chand, Dharma, Elle and Farosh were playing a game. Anil’s father, mother and uncle were in the group. There were two women. Bimal, the mother of Anil, got more points than her husband. Niece of Elle got lowest points. Father of Anil got more points than Farosh but could not win the game. Dharma got more points than Elle but less than Farosh.
Answer: B Bimal, the mother of Anil, got more points than her husband. So, we have Bimal > Bimal’s husband. Also Anil’s father who is Bimal’s husband, got more points than Farosh. So we have Bimal > Bimal’s husband > Farosh. Similarly we can conclude that Farosh > Dharma > Elle. Since Anil is the niece and got the lowest, therefore we get the final order as follows. Bimal > Chand > Farosh > Dharma > Elle > Anil
Answer: A Bimal, the mother of Anil, got more points than her husband.
So, we have Bimal > Bimal’s husband. Also Anil’s father who is Bimal’s husband, got more points than Farosh. So we have
Bimal > Bimal’s husband > Farosh.
Similarly we can conclude that Farosh > Dharma > Elle. Since Anil
is the niece and got the lowest, therefore we get the final order as
follows.
Bimal > Chand > Farosh > Dharma > Elle > Anil
Answer: C Bimal, the mother of Anil, got more points than her husband.
So, we have Bimal > Bimal’s husband. Also Anil’s father who is Bimal’s husband, got more points than Farosh. So we have
Bimal > Bimal’s husband > Farosh.
Similarly we can conclude that Farosh > Dharma > Elle. Since Anil
is the niece and got the lowest, therefore we get the final order as
follows.
Bimal > Chand > Farosh > Dharma > Elle > Anil
Answer the questions on the basis of the information given below.
Aman, Baman, Chaman, Daman went for shopping. Each of them bought exactly one item. The prices of the four items hence bought were all of distinct cost and from Rs. 1000, Rs. 2000, Rs. 3000 and Rs. 4000. The shops from which the items were bought were named A, B , C and D. Each person bought an item from a different shop. Further information is given below : 1. No person bought an item which was named by the same alphabet as his name’s first alphabet. 2. D is not the costliest item and was not bought by Baman. 3. The item bought by Chaman was of least cost among the four. 4. Daman bought an item Rs. 3000 more costly than item A.
Answer: A From Statement 4: Daman must have bough the item of cost Rs.
4000 Cost of item A must be Rs. 1000 From Statement
3: Chaman must have bought item A (from the above
conclusion) From Statement 2: Baman must have bought
item C and hence Aman must have bought item D. It cannot be
decided between D and C which item’s cost was Rs. 2000 and which item’s
cost was Rs. 3000. Correct arrangement will
be:
Answer: C From Statement 4: Daman must have bough the item of cost Rs.
4000 Cost of item A must be Rs. 1000 From Statement
3: Chaman must have bought item A (from the above
conclusion) From Statement 2: Baman must have bought
item C and hence Aman must have bought item D. It cannot be
decided between D and C which item’s cost was Rs. 2000 and which item’s
cost was Rs. 3000. Correct arrangement will
be:
Name
Aman
Baman
Chaman
Daman
Item cost
2000/3000
3000/2000
1000
4000
Item name
D
C
A
B
Q. No. 3:
Out of the four mentioned items, for how many can their actual cost be determined?
Answer: B From Statement 4: Daman must have bough the item of cost Rs.
4000 Cost of item A must be Rs. 1000 From Statement
3: Chaman must have bought item A (from the above
conclusion) From Statement 2: Baman must have bought
item C and hence Aman must have bought item D. It cannot be
decided between D and C which item’s cost was Rs. 2000 and which item’s
cost was Rs. 3000. Correct arrangement will
be:
Name
Aman
Baman
Chaman
Daman
Item cost
2000/3000
3000/2000
1000
4000
Item name
D
C
A
B
Answer the following questions based on the given information.
Nine persons N, B, J, L, O, X, A, P and S take a test. The total marks in the test are 20; pass marks are 7. When results were declared, it was found that A had 8 marks more than S who had failed along with two others. L had more marks than O but less than X who was at the immediate rank lower than A. N is in the middle of the ranking. B had just got the pass marks. P had one mark more than S but one mark less than J. The lowest mark secured was 4. Two consecutive rankings were never separated by more than one mark. The highest mark was 12.
Answer: C Lowest rank is 4 and consecutive ranks are separated by just 1 mark. Thus marks are scored in range 4 to 12 (as there are 9 persons taking the test) Since A = S + 8 ∴ S = 4 and A = 12 Since X is immediately lower in ranking to A, ∴ x = 11, B = 7 (passing marks) P = S + 1 = 5 J = P + 1 = 6 N is in middle, i.e., rank of 5 with marks 8. Only marks 9 and 10 are left and since L has more marks than O, L = 10 and O = 9. Thus Rank :- 1 2 3 4 5 6 7 8 9 Mark:- 12 11 10 9 8 7 6 5 4 Persons :-A X L O N B J P S
Answer: B Lowest rank is 4 and consecutive ranks are separated by just 1 mark.
Thus marks are scored in range 4 to 12 (as there are 9 persons taking the test)
Since A = S + 8
∴ S = 4 and A = 12
Since X is immediately lower in ranking to A,
∴ x = 11, B = 7 (passing marks)
P = S + 1 = 5
J = P + 1 = 6
N is in middle, i.e., rank of 5 with marks 8. Only marks 9 and 10 are left and since L has more marks than O, L = 10 and O = 9.
Thus
Rank :- 1 2 3 4 5 6 7 8 9
Mark:- 12 11 10 9 8 7 6 5 4
Persons :-A X L O N B J P S
Answer: B Lowest rank is 4 and consecutive ranks are separated by just 1 mark.
Thus marks are scored in range 4 to 12 (as there are 9 persons taking the test)
Since A = S + 8
∴ S = 4 and A = 12
Since X is immediately lower in ranking to A,
∴ x = 11, B = 7 (passing marks)
P = S + 1 = 5
J = P + 1 = 6
N is in middle, i.e., rank of 5 with marks 8. Only marks 9 and 10 are left and since L has more marks than O, L = 10 and O = 9.
Thus
Rank :- 1 2 3 4 5 6 7 8 9
Mark:- 12 11 10 9 8 7 6 5 4
Persons :-A X L O N B J P S
Answer: B Lowest rank is 4 and consecutive ranks are separated by just 1 mark.
Thus marks are scored in range 4 to 12 (as there are 9 persons taking the test)
Since A = S + 8
∴ S = 4 and A = 12
Since X is immediately lower in ranking to A,
∴ x = 11, B = 7 (passing marks)
P = S + 1 = 5
J = P + 1 = 6
N is in middle, i.e., rank of 5 with marks 8. Only marks 9 and 10 are left and since L has more marks than O, L = 10 and O = 9.
Thus
Rank :- 1 2 3 4 5 6 7 8 9
Mark:- 12 11 10 9 8 7 6 5 4
Persons :-A X L O N B J P S
Answer: C Lowest rank is 4 and consecutive ranks are separated by just 1 mark.
Thus marks are scored in range 4 to 12 (as there are 9 persons taking the test)
Since A = S + 8
∴ S = 4 and A = 12
Since X is immediately lower in ranking to A,
∴ x = 11, B = 7 (passing marks)
P = S + 1 = 5
J = P + 1 = 6
N is in middle, i.e., rank of 5 with marks 8. Only marks 9 and 10 are left and since L has more marks than O, L = 10 and O = 9.
Thus
Rank :- 1 2 3 4 5 6 7 8 9
Mark:- 12 11 10 9 8 7 6 5 4
Persons :-A X L O N B J P S
Answer the following questions based on the given information.
Two equi-dimensional cubes are joined face to face and are coloured with red on all available open faces. One cube is divided into 8 equal pieces and the other cube is divided into 27 equal pieces.
Answer: B Two cubes are joined together and painted red. Now one cube is cut into 8 cubes and the other into 27 cubes. The cubes at the edges would be painted on three sides and there are 8 such cubes. The cube which has been divided into 27 cubes would have 1 cube painted red on two sides on each of its 4 edges on the extreme end. There are 4 edges which have 2 cubes painted red on 2 sides. Thus, there are 4 + 8 = 12 cubes. Also the cube which is divided into 8 cubes will have 4 cubes painted red on two sides. Thus, there are a total of 16 cubes which are painted red on two sides. For the cube divided into 27 cubes, there are 2 cubes on the inner side which are not painted red. Thus, the total number of cubes which have at least one side painted red is equal to (27 + 8 – 2) = 33 cubes. Of these 33 cubes, 16 are colored on two sides and 8 are colored on three sides which means that 9 of them are colored on just one side.
Answer: C Two cubes are joined together and painted red. Now one cube is cut into 8
cubes and the other into 27 cubes. The cubes at the edges would be
painted on three sides and there are 8 such cubes. The cube which has
been divided into 27 cubes would have 1 cube painted red on two sides on
each of its 4 edges on the extreme end. There are 4 edges which have 2
cubes painted red on 2 sides. Thus, there are 4 + 8 = 12 cubes. Also the
cube which is divided into 8 cubes will have 4 cubes painted red on two
sides. Thus, there are a total of 16 cubes which are painted red on two
sides. For the
cube divided into 27 cubes, there are 2 cubes on the inner side which
are not painted red. Thus, the total number of cubes which have at least
one side painted red is equal to (27 + 8 – 2) = 33 cubes. Of these 33
cubes, 16 are colored on two sides and 8 are colored on three sides
which means that 9 of them are colored on just one side.
Answer: C Two cubes are joined together and painted red. Now one cube is cut into 8
cubes and the other into 27 cubes. The cubes at the edges would be
painted on three sides and there are 8 such cubes. The cube which has
been divided into 27 cubes would have 1 cube painted red on two sides on
each of its 4 edges on the extreme end. There are 4 edges which have 2
cubes painted red on 2 sides. Thus, there are 4 + 8 = 12 cubes. Also the
cube which is divided into 8 cubes will have 4 cubes painted red on two
sides. Thus, there are a total of 16 cubes which are painted red on two
sides. For the
cube divided into 27 cubes, there are 2 cubes on the inner side which
are not painted red. Thus, the total number of cubes which have at least
one side painted red is equal to (27 + 8 – 2) = 33 cubes. Of these 33
cubes, 16 are colored on two sides and 8 are colored on three sides
which means that 9 of them are colored on just one side.
Read the following information and answer the questions ::
Four students P, Q, R and S, each working under the guidance of one of the four professors A, B, C and D, made their final year MBA project presentation one-by-one, one each in the area of Finance, Marketing, Systems and HRM. Each professor is an expert in only one of the above areas, and has supervised exactly one of the above students in her/his own area. The following clues are provided : i). The first presentation was made by R. ii). Prof B works in Finance. iii). Prof. D was P's supervisor. iv). The last presentation was in the System area. v). S's project was in HRM area. vi). Prof. B's student's presentation followed by prof. C's student's presentation.
Answer these questions on the basis of the following information ::
There are five friends, Charlie, John, Bobby, Anderson and David. Each one of them belongs to one of the following nations : the UK, the USA, Australia, France and Spain. Each one plays a different game namely, Football, Cricket, Hockey, Tennis and Polo. Charlie plays neither Tennis nor Polo and belongs either to the UK or Spain. David belongs to the USA and plays Football. John belongs to Australia and plays neither Polo nor Cricket. Anderson plays Hockey and belongs either to France or Spain. Bobby belongs neither to France nor to the UK.