Statements: Some ractangle are envelope.
All envelope are square.
Some square are bangle.
No bangle is circle.
Conclusion: I. Some ractangle are bangle.
II. All envelope are bangle.
III. No square is a carrot.
IV. Some square are circle.
Some ractangle are envelope(I) + All envelope are square(A) ⇒ Some ractangle are square(I) + Some square are bangle(I) ⇒ No conclusion. Hence conclusion I and III do not follow. All envelope are square(A) + Some square are bangle(I) ⇒ No conclusion. Hence conclusion II does not follow. Some square are bangle(I) + No bangle is circle(E) ⇒ Some square are not circle(O). Hence conclusion III does not follow.
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