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Explain what linearly dependent vectors are in your words.
 
Explain what linearly dependent vectors are in your words.
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Extra credit: use Rhea's utilities to find out who made the following contribution in the SPring of 2010 on this page:
  
 
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Linearly dependent vectors are vectors which can be composed by having a linear combination of finite numbers of different vectors. Mathematically speaking if V a dependent vectors the there exist a linear combination C1*V1+C2*V2.....Cn*Vn= V such that C1,C2....Cn are all constant. On the other hand geometrically this means that if V points to a location then its linear combination is a breakdown of V in every direction along the x,y,z axis.
 
  
  
[[Category:MA265Spring2010Walther]]
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Revision as of 07:50, 26 July 2010

Explain what linearly dependent vectors are in your words.



Extra credit: use Rhea's utilities to find out who made the following contribution in the SPring of 2010 on this page:

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Linearly dependent vectors are little bugs that eat your boogers while you sleep.

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Alumni Liaison

Basic linear algebra uncovers and clarifies very important geometry and algebra.

Dr. Paul Garrett