In this video we will some nice properties that real numbers satisfies but Matrices don't. Properties like: 1. Real numbers are Integral domains whereas Matrices are not. 2. Real numbers do not have Nilpotent elements whereas Matrices do contains Nilpotent elements. 3. Real numbers are commutative in nature with multiplication operation whereas Matrices are non-commutative in nature with respect to multiplication operation. 4. The formula (a+b) the whole square which we see in real numbers is not true for matrices due to its non-commutative nature.