Statements: R > S ≥ T ≥ U; V < T
Conclusions: I. V ≥ U II. V < R
Only conclusion I is true
Only conclusion II is true
Either conclusion I or II is true
Both conclusions I and II are true
We have, R > S≥T≥U; V < T and any relationship between V and U cannot be determined. Hence, only conclusion II is true.
Statements: U*V, X $ W, U**W
Conclusions:
I. W $ V
II. U ** X