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7. is Identity Matrix example ( Enter your problem )
  1. Definition & Examples
  2. Example-2

1. Definition & Examples





1. is Identity Matrix ?
`[[1,0,0],[0,1,0],[0,0,1]]`


Solution:
A square matrix, in which all diagonal elements are unity and all other elements are zero, is called an identity matrix or a unit matrix.
Or
A diagonal matrix, in which all diagonal elements are unity, is called an identity matrix or a unit matrix.

`A` = 
`1``0``0`
`0``1``0`
`0``0``1`


Here, all diagonal elements are unity and all other elements are zero, so it is an identity matrix or a unit matrix.


2. is Identity Matrix ?
`[[1,1,0],[0,1,0],[0,0,1]]`


Solution:
A square matrix, in which all diagonal elements are unity and all other elements are zero, is called an identity matrix or a unit matrix.
Or
A diagonal matrix, in which all diagonal elements are unity, is called an identity matrix or a unit matrix.

`A` = 
`1``1``0`
`0``1``0`
`0``0``1`


Here, `a_(12)=1!=0`, so it is not an identity matrix.






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