The question given below consists of two statements numbered I and II below them. You have to decide whether the data provided in the statements are sufficient to answer the question. Read all the statements and give answer. Seven students F, G, H, I, J, K, and L scored different marks. How many students scored more marks than F? Statement I: L and H scored less than F, who does not score highest mark. Only one student scored more than K. At most three students scored more than F. Only three students scored less than
I. Only one student scored less than G. Statement II: H scored more than G. Neither H nor G scored more than
I. J scored more than F. As many students are scored more than I as less than
I. L scored lowest.

From statement I, L and H scored less than F, who does not score highest mark. Only one student scored more than K. At most three students scored more than F. Only three students scored less than I. Only one student scored less than G, we get: J > K > F > I > H/L > G > L/H So only two students scored more than F. So, data given in statement I is sufficient to answer the question. From statement II, H scored more than G. Neither H nor G scored more than I. J scored more than F. As many students are scored more than I as less than I. L scored lowest, we get: Case 1: J scored 2nd highest. K > J > F > I > H > G > L Case 2: J scored highest. J > F/K > K/F > I > H > G > L Either one student or two students scored more than F. So, data given in statement II alone is not sufficient to answer the question.