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Statements: U & K # X % I % W; T # M $ W; T @ N @ S Decoded statement: U = K > X ≤ I ≤ W; T > M ≥ W; T < N < S Combined Inequalities: U = K > X ≤ I ≤ W ≤ M < T < N < S Conclusions: I. X @ M means [X < M]: False [As, X ≤ I ≤ W ≤ M, so, X ≤ M] II. K $ S means [K ≥ S]: False [As, K > X ≤ I ≤ W ≤ M < T < N < S, so, no direct relation between P and H] III. N # I means [N > I]: True [As, I ≤ W ≤ M < T < N, so, N > I]
Which of the following is not a Microsoft product?
Consider the following number sequence:
8 5 6 7 3 9 5 1 3 5 3 2 5 6 7
How many prime numbers are present in the above sequence which are n...