# Check out the overview of Truth Table

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A truth table is a reasoning of an argument function that informs you of all possible values ​​the function can obtain in a preposition.  The truth table consists of lots of rows and columns, the top row represents the logical variables and combinations, increasing the complexity that leads to the final function.

The truth table is a function of simple logic. In this table, some have functions with lots of input variables, and there are also many component functions.  So let’s check out this blog for information about truth tables.

## What is a Truth table?

Sometimes we see in logic when we declare some statement and those statements are called propositions. In prepositions the statement must claim some kind of details or information, so prepositions cannot be questioned.  For example, “the fan is Off” is an absolute assertion and therefore a preposition.  “Is this dress Black?”  does not claim or provide any details, therefore it is not an offer.

Logical reasoning is done on the basis of propositions and whether the propositions are right or not, as well as the relationship between it.  The relation between conjunctions or preposition is the statements are based on every proposition, and the truth of the statement result is totally based on the truth of every proposition.

The truth table Is a table or you can say a chart used to Analyze and determine the true value of propositions and the validity of their argument result.

### Meaning of Collation truth table

A conjunction is an argument with the word and, and the symbol is (l)

In conjunction, the argument will be right for the entire statement because both propositions must be very true.  Thus, if either of the two propositions is wrong or maybe false, because of that the whole statement is also not true.

### What is meant by the Disjunction Truth Table?

A disjunction is a conjunction for arguments that you can use the word or symbol also.

For example, “she is 45 or 46 years old” is a statement in parts, “she is 45 years old” and “she is 46 years old”, with “or” between them.  In this example, the statement is always right if she is 45 old or if she is 46 years old.  However, a conjunction is not true only if both propositions are false.

Implication truth table

An implication also known as the conditional statement is an “if…then” statement. You can use symbols also.

For example - “If the next state is very far, you’ll drive the car fast”. The implication reasoning depends on the conditions for the second proposition where it has to be met from the first proposition in order to determine whether the entire statement is right or not.

Therefore when the first proposition is not true, the implication will be true. Use the above example For a general implication truth table.

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