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In a coded inequality, 'P @ Q' means P ≥ Q, 'P # Q' means P ≤ Q, 'P & Q' means P > Q, 'P * Q' means P < Q, and 'P $ Q' means P = Q. Given the statement M & N $ O # P, consider: I. M > P.
II. M > O. Which is/are definitely true?

Competition practiceInequalities
  • ANeither I nor II is true
  • BBoth I and II are true
  • COnly I is true
  • DOnly II is true

Step-by-Step Solution

The statement means M > N = O ≤ P. So M > O (II true). Between M and P, M > O and O ≤ P leave the relation undetermined, so I is not definite.
Answer: D) Only II is true

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