1 - week 1 Flashcards

1
Q

2x3 matrix

A

has 2 rows and 3 columns

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2
Q

A diagonal matrix

A

contains only 0’s except for the diagonal (skåt ned gennem matricen)

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3
Q

addition and subtraction

A
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4
Q

Identity matrix

A

Has 1’s in the diagonals and 0’s everywhere else

diagonal from the upper left corner to the lower right corner

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5
Q

How to solve a matrix equation?

A
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6
Q

Matrix multiplication

A

Hvis matricerne har samme antal rækker og koloner

Husk: du kan kun gange dem sammen hvis de to tal mellem * er ens

(fx A = 2x3, B = 3x1

AB = 3*3)

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7
Q

Inverse of a matrix

A
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8
Q

How to calculate the inverse of a matrix

A
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9
Q

From inverse to identity matrix

A

Notation:

A × A-1 = A-1 × A = I

(Matrix A times inverse of A = Inverse of A times A = Identity Matrix of A)

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10
Q

Skew symetric matrix

A
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11
Q

AB not equal to BA (concept)

A

Since A is 4x3 and B is 3x2, it is not possible to multiply the matrices in the order BA

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12
Q

A matrix is symmetric if?

A

A matrix is symmetric if it is equal to its transpose

A = AT

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13
Q

Before multiplying matrices

A

Check the dimensions to make sutre they multiply and to check what the new matrix will be

(eg: 2x3)

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14
Q

Multiplying vectors

A
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