Every candidate except Mary was elected. The only candidate who was elected is Ralph. Mary is not
Question:
Every candidate except Mary was elected. The only candidate who was elected is Ralph. Mary is not Ralph. Therefore, there were exactly two candidates. (Cx: x is a candidate; Ex: x was elected; m: Mary; r: Ralph)
Derive the conclusion of the following arguments. Use conditional proof or indirect proof as needed.
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To derive the conclusion that there were exactly two candidates from the given premises you can use ...View the full answer
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Related Book For 
A Concise Introduction to Logic
ISBN: 978-1305958098
13th edition
Authors: Patrick J. Hurley, Lori Watson
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