Floor Based Puzzle Test 443

Result

/

Score
-

Rank

Time Taken: -

Question 1/5
1 / -0.25

Directions For Questions

Direction: Study the following information carefully and answer the question given below.

8 friends-P, Q, R, S, T, U, V, and W have taken floors on rent in a building that has 4 floors (1-4). Consider as 1^st floor is the ground floor. Each floor is occupied with at least one person and not more than three persons. No two consecutive floors have the same number of occupants. The number of people staying on the odd number of floors is an odd number but the number of people on both the floors is different numbers. The number of people living on the floor of R is the same as that of S. S lives on a floor higher compared to R. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even-numbered floor. U doesn’t live on the same floor with R also not with P. V lives on a floor higher compared to U. Q and U do not live on the same floor.

...view full instructions

How many persons live on the 3^rd floor?

Correct

Wrong

Skipped
A
1

Correct

Wrong

Skipped
B
2

Correct

Wrong

Skipped
C
3

Correct

Wrong

Skipped
D
0

Correct

Wrong

Skipped
E
Can’t be determined

Solutions
The number of people staying on the odd number floors is an odd number but the number is not the same. So it is clear that on 1^st or 3^rd floor, the number of persons either 1 or 3.
Case 1:
If on the 1^st floor 3 persons live and on 3^rd floor 1 person live than we also know that No two consecutive floors have same number of occupants. So it is clear 2^nd and 4^th floor the number of persons will be 2, otherwise it will have the same number on two consecutive floor.

The number of people living on the floor of R is same as that of S. S lives on a floor higher compared to R so S must live on 4^th and R must live on 2^nd. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even numbered floor. So P must live on 3^rd floor and T must live on 4^th floor. W lives either 1^st or 2^nd floor. U doesn’t live on the same floor with R also not with P and 4^th floor is already full so U must live on 1^st floor. V lives on a floor higher compared to U So V must live on 2^nd floor. Thus all the floors are occupied except 1^st so other two persons Q and W must live on 1^st floor but we know that Q and U do not live on the same floor so this case get rejected.

Case 2:
If on the 1^st floor 1 person live and on 3^rd floor 3 person live. The number of people living on the floor of R is same as that of S. S lives on a floor higher compared to R so S must live on 4^th and R must live on 2^nd. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even numbered floor. So P must live on 3^rd floor and T must live on 4^th floor so W must live 2^nd floor. U doesn’t live on the same floor with R also not with P and 4^th floor is already full so U must live on 1^st floor. V lives on a floor higher compared to U So V must live on 3^rd floor. Only one place left for Q which is 3^rd floor.
The final table is-
Question 2/5
1 / -0.25

Directions For Questions

Direction: Study the following information carefully and answer the question given below.

8 friends-P, Q, R, S, T, U, V, and W have taken floors on rent in a building that has 4 floors (1-4). Consider as 1^st floor is the ground floor. Each floor is occupied with at least one person and not more than three persons. No two consecutive floors have the same number of occupants. The number of people staying on the odd number of floors is an odd number but the number of people on both the floors is different numbers. The number of people living on the floor of R is the same as that of S. S lives on a floor higher compared to R. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even-numbered floor. U doesn’t live on the same floor with R also not with P. V lives on a floor higher compared to U. Q and U do not live on the same floor.

...view full instructions

Who among the following lives with R?

Correct

Wrong

Skipped
A
W

Correct

Wrong

Skipped
B
S

Correct

Wrong

Skipped
C
T

Correct

Wrong

Skipped
D
U

Correct

Wrong

Skipped
E
Q

Solutions
The number of people staying on the odd number floors is an odd number but the number is not the same. So it is clear that on 1^st or 3^rd floor, the number of persons either 1 or 3.
Case 1:
If on the 1^st floor 3 persons live and on 3^rd floor 1 person live than we also know that No two consecutive floors have same number of occupants. So it is clear 2^nd and 4^th floor the number of persons will be 2, otherwise it will have the same number on two consecutive floor.

The number of people living on the floor of R is same as that of S. S lives on a floor higher compared to R so S must live on 4^th and R must live on 2^nd. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even numbered floor. So P must live on 3^rd floor and T must live on 4^th floor. W lives either 1^st or 2^nd floor. U doesn’t live on the same floor with R also not with P and 4^th floor is already full so U must live on 1^st floor. V lives on a floor higher compared to U So V must live on 2^nd floor. Thus all the floors are occupied except 1^st so other two persons Q and W must live on 1^st floor but we know that Q and U do not live on the same floor so this case get rejected.

Case 2:
If on the 1^st floor 1 person live and on 3^rd floor 3 person live. The number of people living on the floor of R is same as that of S. S lives on a floor higher compared to R so S must live on 4^th and R must live on 2^nd. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even numbered floor. So P must live on 3^rd floor and T must live on 4^th floor so W must live 2^nd floor. U doesn’t live on the same floor with R also not with P and 4^th floor is already full so U must live on 1^st floor. V lives on a floor higher compared to U So V must live on 3^rd floor. Only one place left for Q which is 3^rd floor.
The final table is-
Question 3/5
1 / -0.25

Directions For Questions

Direction: Study the following information carefully and answer the question given below.

8 friends-P, Q, R, S, T, U, V, and W have taken floors on rent in a building that has 4 floors (1-4). Consider as 1^st floor is the ground floor. Each floor is occupied with at least one person and not more than three persons. No two consecutive floors have the same number of occupants. The number of people staying on the odd number of floors is an odd number but the number of people on both the floors is different numbers. The number of people living on the floor of R is the same as that of S. S lives on a floor higher compared to R. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even-numbered floor. U doesn’t live on the same floor with R also not with P. V lives on a floor higher compared to U. Q and U do not live on the same floor.

...view full instructions

Which of the following does not belong to the group?

Correct

Wrong

Skipped
A
P

Correct

Wrong

Skipped
B
S

Correct

Wrong

Skipped
C
T

Correct

Wrong

Skipped
D
R

Correct

Wrong

Skipped
E
W

Solutions
The number of people staying on the odd number floors is an odd number but the number is not the same. So it is clear that on 1^st or 3^rd floor, the number of persons either 1 or 3.
Case 1:
If on the 1^st floor 3 persons live and on 3^rd floor 1 person live than we also know that No two consecutive floors have same number of occupants. So it is clear 2^nd and 4^th floor the number of persons will be 2, otherwise it will have the same number on two consecutive floor.

The number of people living on the floor of R is same as that of S. S lives on a floor higher compared to R so S must live on 4^th and R must live on 2^nd. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even numbered floor. So P must live on 3^rd floor and T must live on 4^th floor. W lives either 1^st or 2^nd floor. U doesn’t live on the same floor with R also not with P and 4^th floor is already full so U must live on 1^st floor. V lives on a floor higher compared to U So V must live on 2^nd floor. Thus all the floors are occupied except 1^st so other two persons Q and W must live on 1^st floor but we know that Q and U do not live on the same floor so this case get rejected.

Case 2:
If on the 1^st floor 1 person live and on 3^rd floor 3 person live. The number of people living on the floor of R is same as that of S. S lives on a floor higher compared to R so S must live on 4^th and R must live on 2^nd. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even numbered floor. So P must live on 3^rd floor and T must live on 4^th floor so W must live 2^nd floor. U doesn’t live on the same floor with R also not with P and 4^th floor is already full so U must live on 1^st floor. V lives on a floor higher compared to U So V must live on 3^rd floor. Only one place left for Q which is 3^rd floor.
The final table is-

All the persons live on even numbered floor except P
Question 4/5
1 / -0.25

Directions For Questions

Direction: Study the following information carefully and answer the question given below.

8 friends-P, Q, R, S, T, U, V, and W have taken floors on rent in a building that has 4 floors (1-4). Consider as 1^st floor is the ground floor. Each floor is occupied with at least one person and not more than three persons. No two consecutive floors have the same number of occupants. The number of people staying on the odd number of floors is an odd number but the number of people on both the floors is different numbers. The number of people living on the floor of R is the same as that of S. S lives on a floor higher compared to R. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even-numbered floor. U doesn’t live on the same floor with R also not with P. V lives on a floor higher compared to U. Q and U do not live on the same floor.

...view full instructions

Which of the following group live together?

Correct

Wrong

Skipped
A
S, W

Correct

Wrong

Skipped
B
P, V, Q

Correct

Wrong

Skipped
C
U, T

Correct

Wrong

Skipped
D
R, P

Correct

Wrong

Skipped
E
S, U

Solutions
The number of people staying on the odd number floors is an odd number but the number is not the same. So it is clear that on 1^st or 3^rd floor, the number of persons either 1 or 3.
Case 1:
If on the 1^st floor 3 persons live and on 3^rd floor 1 person live than we also know that No two consecutive floors have same number of occupants. So it is clear 2^nd and 4^th floor the number of persons will be 2, otherwise it will have the same number on two consecutive floor.

The number of people living on the floor of R is same as that of S. S lives on a floor higher compared to R so S must live on 4^th and R must live on 2^nd. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even numbered floor. So P must live on 3^rd floor and T must live on 4^th floor. W lives either 1^st or 2^nd floor. U doesn’t live on the same floor with R also not with P and 4^th floor is already full so U must live on 1^st floor. V lives on a floor higher compared to U So V must live on 2^nd floor. Thus all the floors are occupied except 1^st so other two persons Q and W must live on 1^st floor but we know that Q and U do not live on the same floor so this case get rejected.

Case 2:
If on the 1^st floor 1 person live and on 3^rd floor 3 person live. The number of people living on the floor of R is same as that of S. S lives on a floor higher compared to R so S must live on 4^th and R must live on 2^nd. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even numbered floor. So P must live on 3^rd floor and T must live on 4^th floor so W must live 2^nd floor. U doesn’t live on the same floor with R also not with P and 4^th floor is already full so U must live on 1^st floor. V lives on a floor higher compared to U So V must live on 3^rd floor. Only one place left for Q which is 3^rd floor.
The final table is-
Question 5/5
1 / -0.25

Directions For Questions

Direction: Study the following information carefully and answer the question given below.

8 friends-P, Q, R, S, T, U, V, and W have taken floors on rent in a building that has 4 floors (1-4). Consider as 1^st floor is the ground floor. Each floor is occupied with at least one person and not more than three persons. No two consecutive floors have the same number of occupants. The number of people staying on the odd number of floors is an odd number but the number of people on both the floors is different numbers. The number of people living on the floor of R is the same as that of S. S lives on a floor higher compared to R. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even-numbered floor. U doesn’t live on the same floor with R also not with P. V lives on a floor higher compared to U. Q and U do not live on the same floor.

...view full instructions

Who among the following lives just below W’s floor?

Correct

Wrong

Skipped
A
S

Correct

Wrong

Skipped
B
T

Correct

Wrong

Skipped
C
R

Correct

Wrong

Skipped
D
U

Correct

Wrong

Skipped
E
Q

Solutions
The number of people staying on the odd number floors is an odd number but the number is not the same. So it is clear that on 1^st or 3^rd floor, the number of persons either 1 or 3.
Case 1:
If on the 1^st floor 3 persons live and on 3^rd floor 1 person live than we also know that No two consecutive floors have same number of occupants. So it is clear 2^nd and 4^th floor the number of persons will be 2, otherwise it will have the same number on two consecutive floor.

The number of people living on the floor of R is same as that of S. S lives on a floor higher compared to R so S must live on 4^th and R must live on 2^nd. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even numbered floor. So P must live on 3^rd floor and T must live on 4^th floor. W lives either 1^st or 2^nd floor. U doesn’t live on the same floor with R also not with P and 4^th floor is already full so U must live on 1^st floor. V lives on a floor higher compared to U So V must live on 2^nd floor. Thus all the floors are occupied except 1^st so other two persons Q and W must live on 1^st floor but we know that Q and U do not live on the same floor so this case get rejected.

Case 2:
If on the 1^st floor 1 person live and on 3^rd floor 3 person live. The number of people living on the floor of R is same as that of S. S lives on a floor higher compared to R so S must live on 4^th and R must live on 2^nd. P lives on a floor higher compared to W but a lower floor compared to T. P doesn’t live on an even numbered floor. So P must live on 3^rd floor and T must live on 4^th floor so W must live 2^nd floor. U doesn’t live on the same floor with R also not with P and 4^th floor is already full so U must live on 1^st floor. V lives on a floor higher compared to U So V must live on 3^rd floor. Only one place left for Q which is 3^rd floor.
The final table is-

Question 1/5

1

2

3

0

Can’t be determined

Question 2/5

W

S

T

U

Q

Question 3/5

P

S

T

R

W

Question 4/5

S, W

P, V, Q

U, T

R, P

S, U

Question 5/5

S

T

R

U

Q