Verbal Reasoning - Seating Arrangement - Discussion
Discussion Forum : Seating Arrangement - Seating Arrangement 1 (Q.No. 2)
2.
There are 8 houses in a line and in each house only one boy lives with the conditions as given below:
- Jack is not the neighbour Siman.
- Harry is just next to the left of Larry.
- There is at least one to the left of Larry.
- Paul lives in one of the two houses in the middle.
- Mike lives in between Paul and Larry.
If at least one lives to the right of Robert and Harry is not between Taud and Larry, then which one of the following statement is not correct ?
Discussion:
343 comments Page 1 of 35.
Deepali said:
2 years ago
The correct order should be Herry-Larry-Mick-Paul- Taud -Jack-Robert -Siman.
(89)
Kalyani said:
2 years ago
Jack, Harry, larry, Mike, Paul, Siman, Robert, Taud. The Correct answer option is C.
(52)
Maya said:
3 years ago
According to me, the sequence is HLMPJTRS OR HLMPTJRS because T position is not mentioned in the question.
(51)
Anish said:
2 years ago
H L M P T J R S is the correct arrangement.
And the right answer is D.
And the right answer is D.
(44)
Rajendra bairwa said:
5 months ago
To me this question looks incomplete because we need some more information to correctly judge the position of Taud, Jack, and Simmon
like if we solve the question from the above given information, there are more than one arrangement possible, and all arrangements lead to different answers
for eg: H L M P J T R S, the answer from this arrangement matches the answer given
but H L M P T J R S arrangement also satisfies all the conditions given, which means this is also a possible arrangement, but the answer from this option is (B) or none of these.
like if we solve the question from the above given information, there are more than one arrangement possible, and all arrangements lead to different answers
for eg: H L M P J T R S, the answer from this arrangement matches the answer given
but H L M P T J R S arrangement also satisfies all the conditions given, which means this is also a possible arrangement, but the answer from this option is (B) or none of these.
(44)
Bhuvan said:
4 years ago
HLMPTSRJ is the correct order.
(35)
Sreenivi said:
1 year ago
The correct order is HLMPJTRS.
Harry, Larry Mike Paul Jack Taud Robert Simon.
Harry, Larry Mike Paul Jack Taud Robert Simon.
(34)
Soumik Mondal said:
3 years ago
My right answer is HLMPTJRS.
(33)
Anushree Kulkarni said:
4 years ago
Jack and Siman are not neighbours, So right end Siman and left end jack.
At least, one person left of larry means is one or more than one therefore after Jack Harry Larry.
3. Mike is in between larry and paul, therefore, Jack, Harry Larry mike paul and this answer also satisfy the condition of Paul occupying one of the middle houses.
4. Considering Robert there at least one person's right of Robert therefore the order is Robert, Taud, Siman. Therefore correct sequence is;
J H L M P R T S.
At least, one person left of larry means is one or more than one therefore after Jack Harry Larry.
3. Mike is in between larry and paul, therefore, Jack, Harry Larry mike paul and this answer also satisfy the condition of Paul occupying one of the middle houses.
4. Considering Robert there at least one person's right of Robert therefore the order is Robert, Taud, Siman. Therefore correct sequence is;
J H L M P R T S.
(31)
Kurapati Penchala Simha Vishnu said:
7 months ago
Basically, the given answer is wrong, it should be option (D) because when we arrange Paul at the 5th house from left. The arrangement is not possible as it clashes with the condition "Harry not between Taud and Larry ".
So arrangement should be that Larry should be placed in the 4th position from left, and one of the possible conditions/arrangements is:.
HLMPTJRS, so according to this arrangment taud can be between Paul and Jack. So please modify the option accordingly.
So arrangement should be that Larry should be placed in the 4th position from left, and one of the possible conditions/arrangements is:.
HLMPTJRS, so according to this arrangment taud can be between Paul and Jack. So please modify the option accordingly.
(27)
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