Practice30Create account

Statements: X < Y, Y ≥ Z and Z > W. Conclusions: I. X < Z
II. W < Y. Which conclusion(s) follow?

Competition practiceInequalities
  • AOnly I follows
  • BNeither follows
  • CBoth follow
  • DOnly II follows

Step-by-Step Solution

Y ≥ Z > W gives W < Y, so II follows. X and Z cannot be compared (both are below Y), so I does not follow.
Answer: D) Only II follows

Master this topic in 30 minutes a day.

Don't just memorise the answer — build a daily practice habit.

Practice 5 Similar Questions Free →

All Inequalities practice questions

More Inequalities practice

In a certain code, 'P $ Q' means P is greater than or equal to Q, 'P * Q' means P is…If x > 7 and y < 7, which of the following is certainly true?Statement: W > X ≥ Y = Z. Conclusions: I. W > Z II. X > Z. Which conclusion(s) follow?In a code, 'A © B' means A is not greater than B (A ≤ B), 'A % B' means A is not less…In a code, 'A + B' means A is greater than B, 'A - B' means A is less than B, and 'A ×…