Examples of using Two matrices in English and their translations into Bulgarian
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Look at these two matrices.
Two matrices(2.5 cm x 5 cm) in a blister package(polyvinyl chloride- PVC).
Let's say you have two matrices.
As the two matrices are equal, their corresponding elements are also equal.
Let us consider the two matrices.
Two matrices are equal when they have the same size, and corresponding elements are equal.
Program to Multiply Two Matrices.
Two matrices are equal if they have the same order and their corresponding elements are equal.
Write a program to add two matrices.
Two matrices that encode the same linear transformation in different bases are called similar.
(a) Give an example of two matrices such that.
A program that performs the multiplication of two matrices.
Two matrices are equal if they have the same dimensions and if their corresponding elements are equal.
Program to find multiplication of two matrices.
Assume two matrices are to be multiplied(the generalization to any number is discussed below).
Write a function that multiplies two matrices together.
Two matrices may only be multiplied if the number of columns of the first equals the number of rows of the second.
Properties of the matrix product(two matrices)[edit].
Two matrices can be multiplied only when the number of the columns of the first matrix is equal to the number of the rows of the second one.
Some of the previous properties for more than two matrices generalize as follows.
He also worked on the problem of classifying the stabiliser of the pencil which is a linear combination of the two matrices.
Another definition is the Kronecker product of two matrices, to obtain a block matrix. .
In mathematics, matrix multiplication is a binary operation that produces a matrix from two matrices.
Two matrices can be multiplied only if the number of columns in the first matrix is equal to the number of rows in the second matrix. .
Any element in the direct sum of two vector spaces of matrices can be represented as a direct sum of two matrices.
Two matrices can be multiplied when the number of columns for the first matrix is the same as the number of rows for the second matrix. .
This figure illustrates diagrammatically the product of two matrices A and B, showing how each intersection in the product matrix corresponds to a row of A and a column of B.
The matrix product of two matrices can be defined when their entries belong to the same ring, and hence can be added and multiplied.
Matrix multiplication can be extended to the case of more than two matrices, provided that for each sequential pair, their dimensions match.