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patrick oregan
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Decks in this class (24)
Chapter 1.1
A linear equation where the const...,
A sum of variabels with coefficie...,
A solution to a linear system wri...
10
cards
Chapter 1.2
The property a matrix in row eche...,
The three properties of a matrix ...,
Leading variables
13
cards
Chapter 1.3
A matrix with only one column,
Def a matrix,
A matrix with only one row
19
cards
Chapter 1.4
General rule concerning parenthes...,
Properties of matrix arithmatics 9,
Properties of zero matrices 5
14
cards
Chapter 1.5
An elementary matrix,
Def if either matrices a or b can...,
Theorem row operations by matrix ...
7
cards
Chapter 1.6
Equivalent statements 2 5 if a is...,
If a is an invertible matrix of o...,
Let a and b be square matrices of...
4
cards
Chapter 1.7
A lower triangular matrix,
How does multiplication with diag...,
An upper diagonal matrix
9
cards
Exersices 1.1-1.7
How do you find a common solution...,
What can be said of the differenc...
2
cards
Chapter 2.1
If a is a square matrix what can ...,
Def a minor and its cofactor,
Def determinant and cofactor expa...
4
cards
Chapter 2.2
If a is a square matrix then what...,
If a is a square matrix with a ro...,
Let a be a square matrix how do t...
5
cards
Chapter 2.3
Let a b and c be nxn matrices of ...,
If a is an nxn matrix then det ka...,
If a and b are square matrices of...
9
cards
Chapter 3.1
Parallellogram rule for vector ad...,
Triangle rule for vector addition,
Vector addition viewed as transla...
11
cards
Chapter 3.2
If v v 1 v 2 v n is a vector in r...,
V can be called three things,
If v is a vector in r n and k is ...
18
cards
Chapter 3.3
Def orthogonality 3 def 1 fact,
How do you find the normal to a l...,
How to decompose a vector v int o...
12
cards
Chapter 3.4
If there is a line parallell to v...,
If there is a plane that is paral...,
If x0 and v are vectors in r n an...
10
cards
Chapter 3.5
Def the cross product of uxv if u...,
Trick uxv from a 2x3 matrix with ...,
If u v and w are vectors in r and...
14
cards
Exercises 2.1 - 3.5
Hur far man riktningsvektorn till...,
Hur far man en normal till linjen l,
Hur ser du om en punkt liggeri et...
10
cards
Chapter 4.1
What are the 10 axioms that has t...,
What are the four steps to show t...,
Give 5 examples of vector spaces
5
cards
Chapter 4.2
Subspace,
What are the following conditions...,
Every vector space r n contains t...
10
cards
Chapter 4.3
The definition of the trivial sol...,
A set s with two or more vectors ...,
Theorem of linear dependence 3
7
cards
Chapter 4.4
What correlation is there between...,
Def basis,
What is the standard basis for pn...
7
cards
Chapter 4.5
Number of vectors in a basis of a...,
Let v be any finite dimensional v...,
Def dimension
7
cards
Chapter 4.7
Row vectors and column vectors,
Row space column space and null s...,
What are the two general question...
11
cards
Chapter 4.8
Theorem of the dimensions of the ...,
Def rank and nullity,
Dimension theorem for matrices
13
cards
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Linear Algebra
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