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Directions: In each question below is given a statement followed by two conclusions numbered I and II. You have to assume everything in the statement to be true, then consider the two conclusions together and decide which of them logically follows beyond a reasonable doubt from the information given in the statement.

Give your answer:

If only conclusion I follows;If only conclusion II follows;If either I or II follows;If neither I nor II follows; andIf both I and II follow.


  • Statement:

  • Only good singers are invited to the conference. No one without a sweet voice is a good singer.

  • Conclusions:

  • I. All invited singers at the conference have a sweet voice.

  • II. Those singers who do not have a sweet voice are not invited to the conference.


Options:
A .  If only conclusion I follows;
B .  If only conclusion II follows;
C .  If either I or II follows;
D .  If neither I nor II follows;
E .  If both I and II follow.
Answer: Option E
Answer: (e)
The statement asserts that a good singer always has a sweet voice and only good singers are invited to the conference.
This implies that all those invited to the conference have a sweet voice and those who do not have a sweet voice are not invited. So, both I and II follow.

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