1) Determine the truth value for each simple statement. Then use these truth values to determine the truth value of the compound statement
17 ≥ 17 and −3 > −2
2) Write the statement in symbolic form.
p: The tent is pitched.
q: The bonfire is burning.
The tent is pitched and the bonfire is burning
3) Determine whether the argument is valid or invalid. You may compare the argument to a standard form
l -> m
1. First, we determine the truth value for each individual statement. The truth value can be true or false.
Since 17 = 17, the first ...
Solutions to three symbolic logic problems are given.