Partition Method | Inverse of Matrix | Example 01 | Step wise explanation | Mathspedia |

Partition Method | Inverse of Matrix | Example 01 | Step wise explanation | Mathspedia | The partition method is a technique used to find the inverse of a matrix by dividing the matrix into smaller submatrices (blocks). It is particularly useful for large matrices or matrices containing identity, diagonal, or triangular blocks, as these blocks are easier to invert. The method uses block matrix operations and the Schur complement to obtain the inverse systematically. Welcome guys ✌ For any queries DM 👇   / abhijithambady_   SUBSCRIBE 👇 https://www.youtube.com/c/MATHSPEDIAa... 🔊IF YOU UNDERSTOOD THE CONCEPT DO GIVE ONE LIKE👍 🔊IF YOU HAVE ANY CLARIFICATION ABOUT THE CONCEPT PLEASE DO COMMENT💬 🔊IF YOU WANT MORE VIDEOS IN FUTURE DO SUBSCRIBE🙏 🔊IF YOU ARE FED UP WITH THE NOTIFICATION ALERT NO NEED TO PRESS 🔔 OR OTHERWISE DO PRESS 🔔 AND ONE MORE THING THANKS FOR WATCHING VIDEO🙏 -------------------------------------------------------------------------------------------------------------------------- #mathspedia #partitionmethod #engineeringmathematics #inverseofmatrix #matrix #matrices #schurcomplement