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Decks in this Class (24):

Chapter 11
Chapter 1.1
Sample Cards:a sum of variabels with coefficients tha,a linear equation where the constant ter,a solution to a linear system written on10 CardsPreview Flashcards 
Chapter 12
Chapter 1.2
Sample Cards:the three properties of a matrix in redu,the property a matrix in row echelon for,leading variables13 CardsPreview Flashcards 
Chapter 13
Chapter 1.3
Sample Cards:def a matrix,a matrix with only one column,a matrix with only one row19 CardsPreview Flashcards 
Chapter 14
Chapter 1.4
Sample Cards:properties of matrix arithmatics 9,general rule concerning parentheses in m,properties of zero matrices 514 CardsPreview Flashcards 
Chapter 15
Chapter 1.5
Sample Cards:def if either matrices a or b can be obt,an elementary matrix,theorem row operations by matrix multipl7 CardsPreview Flashcards 
Chapter 16
Chapter 1.6
Sample Cards:if a is an invertible matrix of order n,equivalent statements 2 5 if a is an inv,let a and b be square matrices of the sa4 CardsPreview Flashcards 
Chapter 17
Chapter 1.7
Sample Cards:how does multiplication with diagonal ma,a lower triangular matrix,an upper diagonal matrix9 CardsPreview Flashcards 
Exersices 11 17
Exersices 1.11.7
Sample Cards:what can be said of the difference betwe,how do you find a common solution to two2 CardsPreview Flashcards 
Chapter 21
Chapter 2.1
Sample Cards:def a minor and its cofactor,if a is a square matrix what can be said,def determinant and cofactor expansion4 CardsPreview Flashcards 
Chapter 22
Chapter 2.2
Sample Cards:if a is a square matrix with a row or co,if a is a square matrix then what can be,let a be a square matrix how do the row5 CardsPreview Flashcards 
Chapter 23
Chapter 2.3
Sample Cards:if a is an nxn matrix then det ka equals,let a b and c be nxn matrices of the sam,if a and b are square matrices of the sa9 CardsPreview Flashcards 
Chapter 31
Chapter 3.1
Sample Cards:parallellogram rule for vector addition,triangle rule for vector addition,vector addition viewed as translation11 CardsPreview Flashcards 
Chapter 32
Chapter 3.2
Sample Cards:v can be called three things,if v v 1 v 2 v n is a vector in r n what,if v is a vector in r n and k is any sca18 CardsPreview Flashcards 
Chapter 33
Chapter 3.3
Sample Cards:def orthogonality 3 def 1 fact,how do you find the normal to a line in,how to decompose a vector v int oa sum o12 CardsPreview Flashcards 
Chapter 34
Chapter 3.4
Sample Cards:if there is a line parallell to vector v,if there is a plane that is parallell to,if x0 and v are vectors in r n and v is10 CardsPreview Flashcards 
Chapter 35
Chapter 3.5
Sample Cards:def the cross product of uxv if u u1 u2,trick uxv from a 2x3 matrix with u as fi,if u v and w are vectors in r and k is a14 CardsPreview Flashcards 
Exercises 21 35
Exercises 2.1  3.5
Sample Cards:hur far man riktningsvektorn till en lin,hur far man en normal till linjen l,hur ser du om en punkt liggeri ett plan10 CardsPreview Flashcards 
Chapter 41
Chapter 4.1
Sample Cards:what are the 10 axioms that has to be sa,what are the four steps to show that a s,give 5 examples of vector spaces5 CardsPreview Flashcards 
Chapter 42
Chapter 4.2
Sample Cards:subspace,what are the following conditions for w,every vector space r n contains the foll10 CardsPreview Flashcards 
Chapter 43
Chapter 4.3
Sample Cards:the definition of the trivial solution a,a set s with two or more vectors is 2,theorem of linear dependence 37 CardsPreview Flashcards 
Chapter 44
Chapter 4.4
Sample Cards:what correlation is there between the sy,def basis,what is the standard basis for pn and mm7 CardsPreview Flashcards 
Chapter 45
Chapter 4.5
Sample Cards:number of vectors in a basis of a finite,let v be any finite dimensional vector s,def dimension7 CardsPreview Flashcards 
Chapter 47
Chapter 4.7
Sample Cards:row vectors and column vectors,row space column space and null space,what are the two general questions of ch11 CardsPreview Flashcards 
Chapter 48
Chapter 4.8
Sample Cards:theorem of the dimensions of the row and,def rank and nullity,dimension theorem for matrices13 CardsPreview Flashcards
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