Question
What is difference between weight of I and
L? Study the following information carefully and answer the questions given below it. Twelve family members namely – A, B, C, D, E, F, G, H, I, J, K and L sits in a hexagonal dining table in such a way that one person sits at each edge while one person sits at each corner. Person at the corner of the table sits facing center and person at the edge of the table sits facing away from center. Weight (Kg) of each person is different viz. 36, 39, 41, 42, 48, 51, 53, 64, 72, 84, 123 & 126. One person sits between E and B, whose weight is not 53kg but sits opposite to H. Weight of F is neither 48kg nor 64kg. The one whose weight is 48kg neither sits at edge nor is an immediate neighbor of C. Weight of L is twice the weight of H. The one whose weight is 123kg sits exactly opposite to the one whose weight is 53kg. Two persons sit between A and the one whose weight is 48kg. H neither sits adjacent to K nor his weight is 48kg. F sits exactly between J and the one whose weight is 72kg, who sits immediate left of G. One person sits between C and A, whose weight is 123kg. Weight of I is thrice the weight of H. C neither sits adjacent to B nor sits adjacent to E. The one whose age is 126kg and C sits together. Three persons sit between the one whose weight is 126kg and H. The one whose weight is 39kg not sits adjacent to K. Three persons sit between J and the one whose weight is 36kg. H sits adjacent to the one whose weight is 36kg. Difference between the weight of G and E is 12kg. One person sits between L and D. Three persons sit between the one whose weight is 51kg and the one whose weight is 64kg.Solution
We have: Two person sits between A and the one whose weight is 48kg. The one whose weight is 48kg neither sits at edge nor immediate neighbor of C, that means the one whose weight is 48kg sits at corner, thus in case (1) A sits third to right of the one whose weight is 48kg, in case (2) A sits third to left of the one whose weight is 48kg. One person sits between C and A, whose weight is 123kg. C neither sits adjacent to B nor sits adjacent to E, that means in case (1) C sits second to left of A, in case (2) C sits second to right of A. The one whose weight is 123kg sits exactly opposite to the one whose weight is 53kg. Based on above given information we have: Case-1 Again, we have: The one whose age is 126kg and C sits together, that means in case (1a) & case (2a) the one whose age is 126kg sits immediate right of C, in case (1b) & case (2b) the one whose age is 126kg sits immediate left of C. Three person sits between the one whose weight is 126kg and H. H neither sits adjacent to K nor his weight is 48kg. One person sits between E and B, whose weight is not 53kg but sits opposite to H, as E doesn’t sit adjacent to C, that means in case (1a) H sits third to left of C and weight of E is 48kg, in case (1b) H sits immediate right of A and E sits fifth to left of C, in case (1c) H sits fifth to left of C and E sits immediate right of A, in case (2a) H sits fifth to right of C and E sits immediate left of A, in case (2b) H sits third to right of C and weight of E is 48kg, in case (2c) H sits immediate left of A and E sits fifth to right of C. Based on above given information we have:
Case-2a
Case-2c
Again, we have: F sits exactly between J and the one whose weight is 72kg, who sits immediate left of G. Weight of F is neither 48kg nor 64kg. Three person sits between J and the one whose weight is 36kg. H sits adjacent to the one whose weight is 36kg, that means in case (1a) weight of F is 126kg and weight of G is 36kg, in case (2c) F sits second to left of J and G sits immediate right of A and case (1b), case (1c), case (2a) and case (2b) are not valid . Based on above given information we have:
Case (1b), case (1c), case (2a) & case (2b) are not valid as F sits exactly between J and the one whose weight is 72kg, who sits immediate left of G . Again, we have: Weight of I is thrice the weight of H, since only such possible combination are (41, 123) & (42, 126), thus weight of H must be 42kg and that of I must be 126kg. Since, weight of I is 126Â Weight of L is twice the weight of H, thus weight of L is 84kg. One person sits between L and D, that means L sits immediate left of E. Difference between weight of G and E is 12kg. The one whose weight is 39kg not sits adjacent to K, that means weight of weight of G must be 51kg and weight of E is 39kg. Three person sits between the one whose weight is 51kg and the one whose weight is 64kg, thus weight of B must be 64kg. As, remaining person is F, thus weight of F must be 41kg. Case (1a) is not valid as weight of I is 126kg. Based on above given information we have final arrangement as follow: Â Case-2c
- Ritesh got 84 marks in an exam, which is 100% more than the marks secured by Mohan. If Mohan failed the exam by 4 marks, then find the total marks of Rites...
In a competitive examination containing 200 questions, 2 marks are awarded for every correct answer and 1 mark gets deducted for every wrong answer. If ...
In a college, 70% of the students opted for cultural activities. Among those, 50% participated in music events and the remaining 105 students took part ...
The population of the town is 10,000. If the male population increases by 5% and the female population by 10%, the population will become 10,700. How mu...
20% of 35% of a number is 175. What is 18% of that number?
From the salary of a software engineer, if 15% is used as house rent, 25% of the remaining is spent on household items, 25% of the remaining as income t...
In an election, candidate 'A' secured 56% of the total votes cast, while candidate 'B' garnered 85% of the remaining votes. Among the votes received by ...
- ‘L’ has 28% fewer books than ‘M’. ‘M’ has 30% more books than ‘N’. By what percent is the number of books with ‘L’ less than that with ...
The total population of a village is 12600. If the rate of growth of male population is 20% per year and the rate of growth of female population is 10% ...
In an election between two candidates Abhay and Bharti, Abhay got 55% of the total valid votes, 20% of the total votes were invalid. If the total number...