# Create an problem that will require the use of a truth table to display all possible truth values of an expression. Be sure that your expression has at least two boolean statements as operators (e.g., p and q) and at least six logical operators – not, a

I need an explanation for this Probability question to help me study.

Create an problem that will require the use of a truth table to display all possible truth values of an expression. Be sure that your expression has at least two boolean statements as operators (e.g., p and q) and at least six logical operators – not, and, or , if, if and only if. (You may use the examples of truth tables from section 2.2 of your text as a guide.) Your assignment should include:

• A boolean expression involving boolean statements and at least six boolean operators
• A request for the order that the operators should be evaluated
• A request for a truth table to express all possible truth values of your expression

You then need to answer your own question. Provide an ordered listing for the operators to be applied (note: you can do this by placing numbers on top of the operators as is done in your text)

Provide a complete truth table, with a column for each operand and for EACH of the operators.

### Question 1

What is your expression involving at least two boolean statements and at least six logical operators?

### Question 2

What are the boolean operators involved in your expression?

### Question 3

List the order of operations for the operators provided.

### Question 4

Create a complete truth table that displays all possible truth values of the expression

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