Other than that, we will also learn about the determinants, matrix inversion, and many more. ![]() In this article, we will study minors and cofactors in detail. Other than that there are many use cases in computer science for minors and cofactors. They are the backbones of Linear Algebra and are used to find the value of the determinant, adjoint, and inverse of a matrix. Cofactor is (-1) i+j times the minor of the matrix. As the name suggests, a Minor is a smaller part of the larger matrix obtained for a particular element of the matrix by deleting the terms of the row and column to which the element belongs. Minors and Cofactors are important to calculate the adjoint and inverse of a matrix. ![]()
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |