This question presents two statements about the flying capabilities of birds:
It's important to recognize that these two premises are contradictory. If it's true that some birds cannot fly (Premise 2), then the statement that all birds can fly (Premise 1) must be false.
We need to determine which of the given options logically follows from the premises, keeping in mind the contradiction.
The question presents two conflicting statements. However, it asks for a correct conclusion among the options.
Statement 2, "Some birds cannot fly," is presented as a premise. Option 3 is a direct restatement of this premise. In logical reasoning questions like this, especially when premises conflict, the option that mirrors a given premise is often the intended answer, as it represents a specific assertion being made.
Therefore, based on the provided statements, the conclusion Some birds cannot fly is correct because it is explicitly stated as Premise 2.
Read the given statements and conclusions carefully. Assuming that the information given in the statements is true, even if it appears to be at variance with commonly known facts, decide which of the given conclusion(s) logically follow(s) from the statements.
Statements:
All cats are bills.
No snakes are bills.
All snakes are dolls.
Conclusions:
(I) Some dolls are not cats.
(II) No bills are dolls.