For starters the middle term needs to be distributed in at least one of the premises. This is fulfilled by the first premise. Secondly, if either term is distributed in the conclusion, it also needs to be distributed in a premise. Since neither term is distributed in the conclusion, neither term is distributed in a premise. Third, the syllogism cannot contain two negative premises. This syllogism does not. Finally, if a premise is negative, then the conclusion is negative and visa versa. Since neither premise is negative this is not a problem. So, this syllogism appears to be valid. I would like to add that the ambiguity of “fair and impartial” is relative. The definition of these terms is dependent of who one is. Fair and impartial might have a different meaning from one person to the next. That might determine if one believes that the first premise is true, but for the purpose of this exercise, we suppose that it
For starters the middle term needs to be distributed in at least one of the premises. This is fulfilled by the first premise. Secondly, if either term is distributed in the conclusion, it also needs to be distributed in a premise. Since neither term is distributed in the conclusion, neither term is distributed in a premise. Third, the syllogism cannot contain two negative premises. This syllogism does not. Finally, if a premise is negative, then the conclusion is negative and visa versa. Since neither premise is negative this is not a problem. So, this syllogism appears to be valid. I would like to add that the ambiguity of “fair and impartial” is relative. The definition of these terms is dependent of who one is. Fair and impartial might have a different meaning from one person to the next. That might determine if one believes that the first premise is true, but for the purpose of this exercise, we suppose that it