Question

Statements: U ≥ X = V < W, R ≥ T > Y = W

Conclusions:

I. T > X

II. R > V

• A. If only conclusion l is true.
• B. If only conclusion ll is true.
• C. If neither l nor ll is true.
• D. If both l and ll are true.

Answer 1

Answer:

D. If both l and ll are true.

Solution: Given statements: U ≥ X = V < W, R ≥ T > Y = W On combining: R ≥ T > Y > = W > V = X ≤ U Conclusions: I. T > X → True (as T > Y > = W > V = X → thus clear relation between T > X) II. R > V → True (as R ≥ T > Y > = W > V → thus clear relation between R > V) Hence, both l and ll are true.