Boolean Algebra is the algebra of prepositions. Every preposition has two possible values: T says the preposition is true and F says the preposition is false.
There are four usually used logical statements:
Conjunction (p $\wedge$ q) stated as p and q
Disjunction (p $\vee$ q) stated as p or q
Implication (p $\rightarrow$ q) stated as p implies q
Equality (p $\leftrightarrow$ q) stated as p xnor q

Using the above logical prepositions the truth tables are created. It tells how input is  related to the output.

Boolean Algebra Calculator is a online tool to get the logical statements sorted out easily. It gives the truth table, logic circuit and Venn diagram for a given logical statement. So three things you can get in a single calculator.
The input you enter should be in small letters as in the pattern like p and (q or r), if p then q, p or q etc...

## Boolean Algebra Steps

Step 1 :  Read the given logical statement and break the statement into two parts to make the logic simple.
Step 2 : Create the truth table using the logic statement. Then draw a logical circuit for it and represent it using the Venn diagram.

Here is given a truth table for all logical prepositions you can refer it while creating the table:
 p q p $\wedge$ q p $\vee$ q p $\rightarrow$ q p $\leftrightarrow$ q T T T T T T T F F F F F F T F F T F F F F F T T

### Linear Programming Calculator

 Boolean Algebras Simplifying Boolean Expressions Algebra Expressions Algebra Function Algebra Graph Algebra Quadrants
 Algebra Calculators Algebra Factor Calculator Algebra Inequality Calculator Algebra Proportion Calculator Algebra Rational Expressions Calculator Algebra Square Root Calculator