Find Rank of a Matrix in Seconds! | Linear Algebra Exercises

[@royalfinest]

Thank you for the clarity and quick explanations. Deserve more views

[@WrathofMath]

Thank you!

[@novusnori6620]

Will there be a situation where the rank of a row is 2 and column is 3 for example? If yes, do we say the rank is 2 because it's the lower number?

[@kryptauknight7172]

if you find a dependence, you decrease by 1. Doesn't really matter if you found the dep. on the Matrix or its transpose because they have the same rank.

[@kunalkhallar9699]

Thank you Sir 😊

[@WrathofMath]

Most welcome!