Mathematical Proofs: Truth Tables
These video examples show how to construct a truth table for different logical expressions of varying complexity.
Truth Table Example 01
Running Time: 7:34
In this example we construct a truth tables for several logical expressions involving the logical statements P and Q.
Truth Table Example 02
Running Time: 6:20
In this example we construct a truth table for a logical expression involving the logical statements P, Q, and R. It turns out that this logical expression is always true, regardless of the specific values of P, Q, and R. This type of logical expression is called a tautology.