The question given below consists of two statements numbered I and II given below it. You have to decide whether the data provided in the statements are sufficient to answer the question. Read all the statements and answer the question. Eight persons R, S, T, U, J, K, L and M sit in a linear row such that the distance between two adjacent persons is same. Each of them faces in the north direction. Who among the following sits immediate right of M? Statement I: Only two persons sit between L and K. Only one person sits between K and U. U sits at the extreme end. M sits to the right of U. Statement II: Only three persons sit between S and
L. L sits immediate left of J. J does not sit at the extreme end. Only two persons sit between J and R.

From statement I alone, only two persons sit between L and K. Only one person sits between K and U. U sits at the extreme end. M sits to the right of U. We get: U ___ K  ____   _____ L ____  ___ So, from statement I alone, we cannot answer the above question. So, data given in statement I alone is not sufficient to answer the question. From statement II alone, only three persons sit between S and L. L sits immediate left of J. J does not sit at the extreme end. Only two persons sit between J and R. We get: Case 1: When L sits to the left of S. R ____ L  J  ____   _____ S Case 2: When L sits to the right of S.  S _____ R  _____ L   J  _____  So, from statement II alone, we cannot answer the above question. So, data given in statement II alone is not sufficient to answer the question. On combining statement I and II together, we get: U  S  K  R  M/T  L  J T/M So, from statement I and II together, we get, either L or no one sits to the immediate right of M. Therefore, data given in both statement I and II together are not sufficient to answer the question.