Truth Table Generator

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**Step 1 :**

The functional elements of logical expression can be defined using the truth table on top of functional arguments. That is, the logical variable recovers all the values. Significantly, the truth tables can be used to illustrate the propositional expression is match for all perfect input values, that is, logically correct. Let we see about Preparation for truth tables.

The logic circuits are used in electronic devices and perform the logic operations. The Boolean values are used in logic circuit operations. The logic circuits use the two input variables and produce the one output variable. These variables are representing with truth tables. The truth tables are representing the logic circuit property with their expressions.

We have different types of logic circuits. They are:

**Truth Table Generator** is used to generate the truth table and logic circuits for the given expression.

An expression is given below as a default input for this calculator. You can see that the given expression or statement is divided into two parts and a truth table is generated. According to the truth table, logic circuit is represented when you click on "Generate Truth Table".

The logic circuits are used in electronic devices and perform the logic operations. The Boolean values are used in logic circuit operations. The logic circuits use the two input variables and produce the one output variable. These variables are representing with truth tables. The truth tables are representing the logic circuit property with their expressions.

We have different types of logic circuits. They are:

- AND circuit
- OR circuit
- NOT circuit
- NAND or NOT AND circuit
- NOR or NOT OR circuit
- EX-OR or Exclusive OR
- EX-NOR or Exclusive NOR

An expression is given below as a default input for this calculator. You can see that the given expression or statement is divided into two parts and a truth table is generated. According to the truth table, logic circuit is represented when you click on "Generate Truth Table".

Observe the given statement and break it into two parts. Then generate the truth table for the given statement by joining the conclusion of two parts of sentence. And then draw the logic circuit with respective logic symbols.

Generate the truth table for p OR q

**Step 1 :**Given p OR q $\Rightarrow$ p $\cup$ q

**Answer :**Generate the truth table for p AND q

**Step 1 :**Given p AND q $\Rightarrow$ p $\cap$ q

**Answer :**