Q:

Statements:
 S ≤ L ≤ I = P ≥ E > R; L > Q

Conclusions: 
 I. P ≥ S     II. I > R

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