Involutory matrix – Definition, Examples and its properties

An Involutory matrix is simply a square matrix that when multiplied itself will result in an identity matrix. In other words, mathematically we can define an involutory matrix as: If A is a square matrix then matrix A will be called an involutory matrix if and only if it satisfies the condition   A2 = I. Where I is n x n identity matrix.

Electrical Bonding

The concepts of electrical bonding developed when we required connecting two or more electrical conductors together. Electrical bonding is simply …

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