Conclusions:I. R ≥ S II. W

1. if only conclusion I is true
2. if only conclusion II is true
3. if either conclusion I or II is true
4. if neither conclusion I nor II is true
5. if both conclusion I and II are true

S ≤ T < U ≥ W; T ≤ R, G > U
Check for I:
S ≤ T ≤ R
∴ R ≥ S follows
Check for II:
G > U ≥ W
∴ W < G follows
Hence, both I and II follows