English, asked by yogz, 7 months ago

show that (82
43)matrix is non-singular

Answers

Answered by Anonymous

my INSTAGRAM is @_akshat_784

To be a BRAINLIEST

Answered by Anonymous

Answer:

If and only if the matrix has a determinant of zero, the matrix is singular. Non-singular matrices have non-zero determinants. Find the inverse for the matrix. If the matrix has an inverse, then the matrix multiplied by its inverse will give you the identity matrix.

$<marquee direction= left>$

$<html> <head> <meta name="viewport"the content="width=device-width, initial-scale=1"> <style> Body{ background-color: pink; font-family: cursive; } .glow{ font-size: 40px; color: #fff; text-align: center; -webkit-animation: glow 1s ease-in-out infinite alternate; -moz-animation: glow 1s ease-in-out infinite alternate; animation: glow 1s ease-in-out infinite alternate; } @-webkit-keyframes glow{ from{ text-shadow: 0 0 10px #fff, 0 0 20px #fff, 0 0 30px #e60073, 0 0 40px #e60073, 0 0 50px #e60073, 0 0 60px #e60073, 0 0 70px #e60073; } } </style> </head> <body> <h1 class="glow">Follow Me and pikachu2440 in my following❤❤❤</h1> </body> </html>$

Previous Question

Next Question

show that (82 43)matrix is non-singular ​

Answers

my INSTAGRAM is @_akshat_784

To be a BRAINLIEST

show that (82
43)matrix is non-singular