Conditionals  Logic
Conditionals
Lessons
Notes:
Notes:
A conditional statement is a statement written in the form "if, then".
The phrase after the word "if" is called a hypothesis.
The phrase after the word "then" is called the conclusion.
In symbolic form the conditional statement is written as:
$p \to q$
Where $p$ is the hypothesis, $q$ is the conclusion, and $\to$ implies it is an "if, then" statement.
Intro Lesson
Conditionals Overview:

1.
Hypothesis and Conclusions
Identify the Hypothesis and Conclusion:

2.
Write each statement in "if, then" form:

3.
Truth value of Conditionals
Determine the truth value of the following conditional statements. If it is false, then find a counterexample:

4.
Determine the truth value of the statement below for each set of conditions:
If I sleep for more than 8 hours, then you will be not tired