Question

what is nipotent matrix give examples of nipotent matrix​

Answer 1

Answer:

A square matrix A is called nilpotent if there is a non-negative integer k such that Ak is the zero matrix. The smallest such an integer k is called degree or index of A. The matrix A in the solution above gives an example of a 3×3 nilpotent matrix of degree 3.

Answer 2

$\fbox\pink{A}\fbox\blue{n}\fbox\purple{s}\fbox\green{w}\fbox\red{e}\fbox\orange{r}$

A square matrix A is called nilpotent if there is a non-negative integer k such that Ak is the zero matrix. The smallest such an integer k is called degree or index of A. The matrix A in the solution above gives an example of a 3×3 nilpotent matrix of degree 3.

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