Voorbeelden van het gebruik van Two matrices in het Engels en hun vertalingen in het Nederlands
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Can I multiply these two matrices?
The two matrices have the same dimensions.
Lets say I wanted to add these two matrices.
Can't add/subtract two matrices of different sizes.
So you can not multiply those two matrices.
Two matrices can only be added
In this case, this function consists of two matrices.
Two matrices are equivalent if
So it turns out that we can multiply two matrices.
Two matrices(2.5 cm x 5 cm) in a blister package polyvinyl chloride- PVC.
Can't do element by element operations on two matrices of different sizes.
When you add two matrices you essentially just add the corresponding elements.
Because you know from the first video we did on matrices, that you can't add these two matrices.
Is multiplying two matrices, is AB-- that's just means we're multiplying A and B-- is that the same thing as BA?
it's essentially the dot product of these two matrices.
Function MMULT multiplies two matrices. Number of columns of the first matrix must be the same as row count of the second one. The result is a matrix. .
Any element in the direct sum of two vector spaces of matrices can be represented as a direct sum of two matrices.
linear combinations(with real coefficients) of the two matrices λ 3{\displaystyle\lambda_{3}}
Note that any element in the direct sum of two vector spaces of matrices could be represented as a direct sum of two matrices.
Products of two matrices of the given type is well defined(provided that the column-index and row-index sets match),
I encourage you to multiply these two matrices in the other order.
One also sees that products of two matrices of the given type is well defined(provided as usual that the column-index
I just cycled my first two matrixes that came from triplers!
Man Just Darkman and Hellboy, and the first two Matrixes.
If B is a five by two matrix, that means that B would have,
Any two square matrices of the same order can be added and multiplied.
The sum A+B of two m-by-n matrices A and B is calculated entrywise.
The term transpose(usually denoted by t) is used with two dimensional matrices, in general though perhaps"coördinaatpermutation" might be preferable.