The concept I thought was the most interesting and helpful would be the points that the book gives about how to check for validity in a diagram. A valid argument would be that the premises is true and there is no way for the conclusion to be false at the same time.
- A collection is represented by an enclosed area
- If one area is entirely within another, then everything in the one collection is also in the other
- If one overlaps another, then there is something that is common to both collection
- If two areas do no overlap, then there is nothing common to both collections.
- An “a” or a dot in an area marks that a particular object is in that collection
These were the pointers that the book gave to help us check for validity. This diagram helps by making you analyze the argument. We can use these diagrams to decide whether or not a premise is true. This comes in handy when writing any type of argument.