SOLUTION: If {vector u, vector v, vector w} is linearly independent then u, v, and w are not in R^2 (2 space). True or false? and why? Thanks for your help!
Algebra ->
College
-> Linear Algebra
-> SOLUTION: If {vector u, vector v, vector w} is linearly independent then u, v, and w are not in R^2 (2 space). True or false? and why? Thanks for your help!
Log On
Question 964573: If {vector u, vector v, vector w} is linearly independent then u, v, and w are not in R^2 (2 space). True or false? and why? Thanks for your help!
