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Part 1: Logical Statements!

Project: An Intro to logic A few years ago, I was observing a colleague s writing class at COCC. Near the end of the class, she told her students a story from her youth: How, as a senior year in high school, her dad had told her that he would buy her a car for graduation if she got straight A s her senior year. She began to weave a beautiful tale: of late nights studying for finals, practicing speeches, works. I was riveted, as was every student in the room. Then, at the end, she said, And, in the end, I got all A a B+. And all the students in the room groaned. No! That sucks!!! After the grinding and gnashing of teeth had subsided, I called from the back, Did he buy you the car? A student turned around and said, Didn t you hear? She just said her dad would buy her the car if she got straight A s. To which I replied, Oh yeah! I heard that. But he didn t say what he would do if she didn t get straight A s. At this point, the students in the room all looked at me like I was this ignorant, unfeeling jerk.

Formal logic is often assembled symbolically; this makes it easier to see patterns when you’re working within the rules of logic, which’ll make it WAY easier to get at this idea of proving logical statements true. For example, let’s create

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