Question: For a vector space V a basis B b b and the coordinate mapping x X show that the coordinate mapping is one to one

 For a vector space V a basis B b b and
the coordinate mapping x X show that the coordinate mapping is one

For a vector space V a basis B b b and the coordinate mapping x X show that the coordinate mapping is one to one Hint Suppose u w g for some u and win V and show that u w

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