Question
If G is made to face the opposite direction, who would
sit on his immediate left? Study the following information carefully to answer these questions carefully. A, B, C, D, E, F, G and H are sitting around a square table in such a way that four of them sit at four corner of the square while four sit in the middle of each of the four sides. The ones who sit at the four corners face outside while those who sit in the middle of the sides face the centre of the table. D sits third to the right of G. G faces the centre. E sits third to the left of C. C does not sit in the middle of the sides. Only one person sits between E and F. F is not an immediate neighbour of C. H faces the centre. A, is not an immediate neighbour of F.ÂSolution
We have provided with the information,  D sits third to the right of G. G faces the centre . E sits third to the left of C. C does not sit in the middle of the sides. C can sit at two places either on the immediate left of G or at the immediate right of G. Case. 1 – When C sits on the immediate right of G    Â
Case.2 – When C sits on the immediate left of G    Â
Only one person sits between E and F. F is not an immediate neighbour of C. Case 1- F will sit on the right of E. H faces the centre. A, is not an immediate neighbour of F. Â
In this case A will become an immediate neighbour of F which will make this case wrong. We will continue with case 2. Case 2- F will sit on the right of E. Only place left for B is on immediate right of F. Thus the final arrangement is; 
The least number which when divided by 6, 7, 10, 13, and 15 leaves the same remainder 5 in each case, is:
What is the Highest Common Factor of 54, 162 and 270?
HCF of two numbers 60 and 100 can be expressed in the form of (20m – 120) whereas LCM of these two numbers can be expressed in the form of (40n – 20...
Two men started moving in a circular path from the same place at the same time in the same direction. If they complete one revolution in 12 min and 16 m...
Two numbers are in the ratio 5:12, and their least common multiple (LCM) is 1,440. Determine the sum of these two numbers.
The LCM of two natural numbers is 10 times their HCF. If the product of given two numbers is 1000, then find the LCM of the numbers.Â
Find the greatest number of 4 digits divisible by 15, 25, 40 and 75.
The HCF of two numbers is 18 and their LCM is 540. If one of the numbers is 90, find the other number.
The HCF of two numbers is 9 and their LCM is 360. If one number is 45, find the other number.