Reconstruct the following as a standard-form syllogism, and determine whether it is valid.Being a mathematical prodigy is not enough to guarantee success at solving problems such as Fermat's Last Theorem, because several mathematical prodigies tried their hands at that very problem, and nobody could solve it until just a few years ago.
What will be an ideal response?
You have to be careful setting up this one. Here's how we would do it:
P = mathematical prodigies; S = people who are guaranteed success at solving problems like Fermat's Last Theorem; F = people who could not solve Fermat's Last Theorem.
Some P are F.
No F are S.
Therefore, some P are not S.
Valid.
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