If the negation is applied twice on a statement, then it is called Double Negation of the statement.
Double negation of a statement is the statement itself
Statement: A rhombus has four equal sides.
Negation: A rhombus does not have four equal sides.
Double Negation: A rhombus has four equal sides.
So, double negation of a statement is equal to the statement itself.
Therefore, ~ (~ p) = p, where p is a statement.

A. T and F
B. F and T
C. T and T
D. F and F
Correct Answer: A
Step 1: In the second row of the table, it is given that the statement is false (F).
Step 2: Negation of a false statement is true (T) and double negation of a false (F) statement is false (F).
Step 3: So, T and F complete the given truth table.
Q1: Which of the following is equivalent to 'It is not true that the sky is not blue'?
Q2: What is the double negation of 'x > 5'?
Q: What is the purpose of double negation?
A: Double negation can be used to simplify logical expressions or to emphasize a point.
Q: Is double negation always true?
A: Yes, in classical logic, the double negation of a statement is always equivalent to the original statement.