In the question, assuming the given statements to be true, find which of the conclusion (s) among given four conclusions is/are definitely true and then give your answer accordingly. (Note: Statements and Conclusions are coded as given below) In a certain code, 'A # B' means A is smaller than
B. 'A & B' means A is smaller than equal to
B. 'A * B' means A is neither greater nor smaller to
B. 'A $ B' means A is greater than
B. 'A @ B' means A is greater than equal to
B. Statements: J $ F @ E; K * E # S & L; Y @ O * G $ L Conclusions:
I. Y $ K
II. J # S
III. G * F
IV. E # O

Given Equation: J $ F @ E; K * E # S & L; Y @ O * G $ L After decoding the signs of the given statement, we get, J > F ≥ E; K = E < S ≤ L; Y ≥ O = G > L After combining, we get: J > F ≥ K = E < S ≤ L < G = O ≤ Y Conclusions: I. Y $ K means Y > K: True (As, K = E < S ≤ L < G = O ≤ Y, here, Y > K) II. J # S means J < S: False (As, J > F ≥ K = E < S, here, here the relation between J and S can't be determined) III. G * F means G = F: False (As, F ≥ K = E < S ≤ L < G, here the relation between G and F can't be determined) IV. E # O means E < O: True (As, E < S ≤ L < G = O, here O > E) Therefore, only conclusions I and IV are true.