Directions-Read the following information carefully and answer the questions given below.

 Eleven people are seated on a big eleven rung wooden ladder such that there is one person seated on each rung of the ladder. It is known that the width of the ladder (i.e the length of each rung) is 300m long. The distance for any person seated at any rung, is calculated with respect to the left end of the ladder and is a multiple of 30. No two people seated in adjacent rungs were seated at the same distance from the left end of the ladder. J is seated on the top most rung. G is seated at a distance 3 times of J. G is seated on the 3rd rung from bottom. Only two people sit between B and J and the difference between their distance from the end is 4 times the distance of K, who sits immediately below H and immediately above B. Only 1 person sit between G and C who sit at 120m of distance. The difference between the distance of C and D where distance of D is more than C. D sits on the fifth rung from above at a distance of double of G. Distance of K is equal to the difference of G and J. More than 3 people sit between B and A. A doesn't sit at the bottom most place. Two people sit between F and K. J sits on a distance of 30m. Difference between the distance of F and G is equal to zero. A sits on a distance which is equal to 7 times of E. Distance of H is equal to the difference of the distance B and J. There is a gap of one place between G and I. I doesn't sit immediately above or below F. Distance of I is between the value of distance of D and C. The distance of E is equal to the difference of I and C.