Matrix Subtraction: Finding the Bright Side of Numbers

What is the result of subtracting two matrices?

Let's explore the bright side of matrix subtraction and find out the answer!

Final Answer:

The difference of the given matrices [[5, -10], [-11, -1]] and [[-1, -4], [-8, 9]] is [[7, -2], [5, -19]].

Matrix subtraction is an essential operation in linear algebra, where we subtract corresponding elements of two matrices to find the difference. In this case, we have the matrices:

Matrix A = [[5, -10], [-11, -1]]

Matrix B = [[-1, -4], [-8, 9]]

To find the difference, we subtract the elements of Matrix B from Matrix A:

Matrix A - Matrix B = [[5, -10], [-11, -1]] - [[-1, -4], [-8, 9]]

Subtracting corresponding elements, we get:

[[5 - (-1), -10 - (-4)], [-11 - (-8), -1 - 9]]

Simplifying the subtraction, we arrive at the result:

[[7, -2], [5, -19]]

This result shows the bright side of numbers, highlighting the difference between the two matrices with positivity. Understanding matrix subtraction helps in various mathematical and scientific applications, showcasing the beauty of numerical operations.