Why do we need matrices?
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This is a squarematrix because the number of rows equals the number of columns. We can only addmatrices of the same dimensions, because we add the corresponding elements. . Matrixmultiplication is another matter entirely.
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you can solve 12 equations, or you can solve one matrix equation.
scalar, vector, matrix
You could keep track of details and work with scalars. Once a year, you would solve a set of equations, instead of once a day.
With these we can write theorems and equations that generalize to any rule or any quantity of values.
Another nice reason is that matrices are cpu/gpu friendly; computers take advantage of matrices to speed up processing their expressions.
They save space while conveying the same information.
It's a form that's easily input to computers.
THANKS...
scalar, vector, matrix
You could keep track of details and work with scalars. Once a year, you would solve a set of equations, instead of once a day.
With these we can write theorems and equations that generalize to any rule or any quantity of values.
Another nice reason is that matrices are cpu/gpu friendly; computers take advantage of matrices to speed up processing their expressions.
They save space while conveying the same information.
It's a form that's easily input to computers.
THANKS...
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