The linear combination of a set of vectors is defined. Determine if a vector in R^2 is in the span of two other vectors. The span of a set of vectors is related to the columns of a matrix. (need topic: Determine if a vector in R^2 is in the span of two other vectors.)
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- February 20th, 2017
- 7 years ago
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Definition of the span of a set of vectors. Example of checking if a vector in R^3 is in the span of a set of two vectors. Geometric picture of a span.
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- February 20th, 2017
- 7 years ago
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Suggestions for in-class activities on linear combination and span of vectors in R^n. (need a topic for the general *process* of determining if a vector is in the span of a set of devtors)
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- February 20th, 2017
- 7 years ago
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In-class activity for linear combinations and span.
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- GFDL-1.3
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- June 8th, 2017
- 7 years ago
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University of Waterloo Math Online -
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- October 23rd, 2013
- 11 years ago
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In Section VO we defined vector addition and scalar multiplication. These two operations combine nicely to give us a construction known as a linear combination, a construct that we will work with throughout this course.
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- GFDL-1.2
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- September 11th, 2017
- 7 years ago
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