The image presents a matrix multiplication problem. It includes two matrices on the left side of the equation and an empty matrix on the right side, which represents the result.The first matrix is a 2x2 matrix:\[\begin{bmatrix}-5 & -2 \\1 & 2 \end{bmatrix}\]The second matrix is also a 2x1 matrix:\[\begin{bmatrix}-6 \\-8 \end{bmatrix}\]The task is to multiply these matrices to find the resulting 2x1 matrix, which can be calculated as follows:For the first element of the result matrix:\[ (-5) \times (-6) + (-2) \times (-8) \]For the second element of the result matrix:\[ 1 \times (-6) + 2 \times (-8) \]Thus, the matrix multiplication result will be a new matrix:\[\begin{bmatrix}\text{First element}\\\text{Second element}\end{bmatrix}\]You need to perform these calculations to fill in the empty matrix on the right side of the equation.

Name: The image presents a matrix multiplication problem. It includes two m
Uploaded: 2024-03-20T07:06:41.000Z
Channel: Bartleby
Description: The image presents a matrix multiplication problem. It includes two matrices on the left side of the equation and an empty matrix on the right side, which represents the result.The first matrix is a 2x2 matrix:\[\begin{bmatrix}-5 & -2 \\1 & 2 \end{b