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: F & K * P; P & N # A * I; I $ Q @ H $ E Conclusions:
I. N @ E
II. I $ F
III. K # H
IV. I & F

Given Equation: F & K * P; P & N # A * I; I $ Q @ H $ E After decoding the signs of the given statement, we get, F ≤ K = P; P ≤ N < A = I; I > Q ≥ H > E After combining, we get: F ≤ K = P ≤ N < A = I > Q ≥ H > E Conclusions: I. N @ E means N ≥ E: False (As, N < A = I > Q ≥ H > E, here the relation between N and E can't be determined) II. I $ F means I > F: True (As, F ≤ K = P ≤ N < A = I, here, I > F) III. K # H means K < H: False (As, K = P ≤ N < A = I > Q ≥ H, here the relation between K and H can't be determined) IV. I & F means I ≤ F: False (As, F ≤ K = P ≤ N < A = I, here, I > F) Therefore, only conclusion II is true.