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Statements:All medals are awards.All rewards are medals.Conclusions:I. All rewards are awards.II. All awards are medals.if only conclusion I follows.if only conclusion II follows.if either conclusion I or conclusion II follows.if neither conclusion I nor conclusion II follows.if both conclusion I and conclusion II follow.

Question

Statements:All medals are awards.All rewards are medals.Conclusions:I. All rewards are awards.II. All awards are medals.if only conclusion I follows.if only conclusion II follows.if either conclusion I or conclusion II follows.if neither conclusion I nor conclusion II follows.if both conclusion I and conclusion II follow.

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Solution

The given statements are:

  1. All medals are awards.
  2. All rewards are medals.

From these statements, we can draw the following conclusions:

I. All rewards are awards. This conclusion is valid because if all rewards are medals and all medals are awards, then it logically follows that all rewards are awards.

II. All awards are medals. This conclusion is not valid because the statement "All medals are awards" does not imply that all awards are medals. There could be some awards that are not medals.

So, the correct answer is: if only conclusion I follows.

This problem has been solved

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