Find the sum
[1 4] [0 0]
[0 3] + [0 0]
A - [1 4]
[0 3]
B - undefined
C - [0 0]
[0 0]
D - [1 0]
[4 3]
Adding a zero matrix leaves the other value unchanged. So, (A)
you can play around with matrix operations and verify your answers at wolframalpha.com type in commands like
{{1,0},{4,3}}*{{3,2},{-1,-3}}
{{1,0},{4,3}}+{{3,2},{-1,-3}}
det {{1,0},{4,3}}
inv {{1,0},{4,3}}
E - None of the above. The sum is "Well, that escalated quickly. It seems like someone forgot to carry the numbers."
To find the sum of two matrices, you need to add the corresponding elements of the matrices.
Given:
Matrix A = [1 4]
[0 3]
Matrix B = [0 0]
[0 0]
To find the sum of A and B, we add the corresponding elements:
Sum = [1+0 4+0]
[0+0 3+0]
Simplifying, we have:
Sum = [1 4]
[0 3]
Therefore, the correct answer is: Option A - [1 4]
[0 3]
To find the sum of two matrices, you simply add the corresponding elements of the matrices.
In this case, we have the matrices:
Matrix A:
[1 4]
[0 3]
Matrix B:
[0 0]
[0 0]
To find the sum of A and B, add the corresponding elements:
A + B:
[1+0 4+0]
[0+0 3+0]
=
[1 4]
[0 3]
So, the correct answer is option A - [1 4] [0 3].