Question
________ and _______Â sit adjacent to
G. Answer the questions based on the information given below. Nine persons A, B, C, D, E, F, G, H and I sit around a circular table such that only five of them face outside while others face towards the centre. E sits 2nd to the left of F. D and F face towards the centre. One person sits between E and B. A sits 4th to the right of B. H sits 2nd to the left of D. G sits 2nd to the left of C, who  doesn’t face same direction as B. I doesn’t sit adjacent to H. Immediate neighbors of G face opposite direction to G. H doesn’t sit with F.Solution
E sits 2nd to the left of F, who faces towards the centre. One person sits between E and B. A sits 4th to the right of B. So, A sits immediate right of F. B faces outside.
H sits 2nd to the left of D, who faces towards the centre. G sits 2nd to the left of C, who doesn’t face same direction as B. H doesn’t sit with F. So, H sits 3rd to the right of B or immediate left of B and C sits immediate left of F or 4th to the right of F. Case I: C sits immediate left of F:
Case II: C sits 4th to the right of F:
I doesn’t sit adjacent to H, so case I is rejected. Immediate neighbors of G face opposite direction to G. So, G must face towards the centre while I and A face outside and H and E face outside. The final seating arrangement is given below: 
If A : B = 8:5 and A is 21 more than B then find the sum of A and B.
Three numbers A, B and C are in the ratio of 10 : 12 : 17. If sum of these numbers is 429, ratio between the difference of B and A and the difference of...
The sum of three numbers is 147. If the ratio of the first to the second is 2:3 and that of second to the third is 5:8 then the second number is?Â
Marks scored by A and B in a test are in the ratio 13:5 respectively. If B had scored 5 more marks, then marks scored by A would be 30% more than that o...
Rs. 8,100 was supposed to be distributed among 'X', 'Y', and 'Z' in the ratio of (1/3) : (1/4) : (1/6), respectively. However, due to an error, it was a...
What is the ratio whose terms differ by 30 and the measure of which is 4/9?
What is the ratio whose terms differ by 52 and the measure of which is 3/5?
The ratio of zinc and copper in a brass pieces is 3:4. How much zinc will be there in 140 kg of such a piece?
Find the fourth proportion of (2k + 1), (4k + 2) and (6k + 3). (Note: 'k' is the smallest two-digit prime number.)
In an office, the ratio of the number of males to number of females is 11:7. If 2 males joined the class and 6 females left the class, then the ratio of...