What are the five truth functions? Explaim briefly

The five truth functions, also known as logical connectives, are:

1. Conjunction (AND): A compound statement formed by connecting two statements with "and" (symbolized as $\land$). It is true only if both statements are true.
2. Disjunction (OR): A compound statement formed by connecting two statements with "or" (symbolized as $\lor$). It is true if at least one of the statements is true.
3. Negation (NOT): A statement that reverses the truth value of another statement (symbolized as $\neg$). If the original statement is true, its negation is false, and vice-versa.
4. Conditional (IF...THEN): A compound statement formed by connecting two statements with "if...then" (symbolized as $\to$). It is false only when the first statement (antecedent) is true and the second statement (consequent) is false.
5. Biconditional (IF AND ONLY IF): A compound statement formed by connecting two statements with "if and only if" (symbolized as $\leftrightarrow$). It is true when both statements have the same truth value (both true or both false).