Unit 1: Geometry Basics AND Unit 2: Logic & Reasoning
Statement: If Cameron drag races, then he drives a car.
What is the inverse of the statement?
What is, "If Cameron does not drag race, then he does not drive a car."
What are, "conditional and converse."
Let p=you play basketball and q=you play a sport.
Statement: If you do not play basketball, then you play a sport.
What is the symbolic representation of that statement?
What is, "~p --> q"
Which law of logic, if any, was used to form the following argument?
If two lines are parallel, then they do not intersect.
The two lines intersect.
Therefore, the two lines are not parallel.
What is, "Law of Contrapositive".