Discussion 3252014.pdf

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Department
Mathematics
Course
MATH 2574H
Professor
Jasmine Foo
Semester
Spring

Description
Discussion 3252014Tuesday March 25 2014911 AMSpan The span of vectors is all linear combinations of themSpanv v v123cv cv cvspanv v v112233123A vector space any vector space can be written as a span of some vectorsFind the vectors spanning a solution space kernelBasis the set of vectors that span the vector spaceso in Spanv v v those 3 vectors are the basis If leave the 3rd one out wont span the space123can contain redundant vectors but cant contain a vector thats not in the space2Basis of Rwhere R is being used for all real s2Spans Rbut not a basisExam question 4bFind a Basis for Kernelfree variable sx s3x 5s0x 5s22x11s0x 11s11 CalcIV Page 1
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