What is the matrix from of
{[2x+3y=8], [4x-y=5]}
[[2,3],[4,-1]][[x],[y]]=[[8],[5]]
What is the rule for determining if two matrices can be added or subtracted together?
The matrices have to be the exact same dimensions (equal number of rows and columns)
Can the following matrices be multiplied together? How do you know?
[[1,2],[3, 4],[5, 6]] [[1,2, 3],[4, 5, 6]]
Yes, because the first matrix is a 3x2, and the second matrix is a 2x3. Since the second matrix has the same number of rows, as the first one has columns (2), these matrices can be multiplied together.
What is the solution of the matrix equation
[[5,3],[2,1]][[x],[y]]=[[-5],[1]]
[[2],[-5]]
Simplify the following matrices based problem:
Solve the following operations:
2[[1,-2],[-3, 4],[5, -6]] + [[-7,8],[9, -10],[-11, 12]]
[[-5,4],[3,-2],[-1,0]]
What is the solution of
[[-6,-3],[8,4]][[x],[y]]=[[144],[-64]]
no solution
Given Matrix X and Matrix Y. What is Y-X?
Matrix X=
[[2,-3],[-1,4]]
Matrix Y=
[[-4,1],[3,-2]]
[[-6,4],[4,-6]]
What is AxB?
Matrix A=
[[1,1],[1,1]]
Matrix B=
[[0,3],[4,4]]
[[4,7],[4,7]]
Solve the System using matrices
4x - y = 19
5x - 5y = 20
(5, 1)
Subtract:
[[1,-2, -1],[-3, 4, 3],[5, -6, -5]] - [[-2, 1, 2], [4, 3, -4], [-6, -5, 6]]
[[3,-3,-3],[-7,1,7],[11,-1,-11]]
What is AxB?
matrix A=
[[4,3],[9,7]]
matrix B=
[[6,3],[9,4]]
[[51,24],[117,55]]
Solve the following using matrices
5x - 2y = 18
3x - y = 7
x=-4
y=-19
2C + A
What is
|7 -19|
|0 15|
Solve the following multiplication:
[[1,2, -2, -1],[-3, -4, 4, 3]] xx [[5],[6],[7],[8]]
[[-5],[13]]