2-002Determine if S = {all the correct answersis a basis for R² and checka. S is a basisb. S is not a basis because it does not span R²c. S is not a basis because S is not a linearly independent setOd. S is a basis because S has two vectors.e. It is not possible to determine if S is a basis or not. 60006 6 6Determine if S = { 6all the correct answers6 6} is a basis for R³ and checka. S is not a basis because S is not a linearly independent setb. S is not a basis because it does not span R³c. S is a basis because S has three linearly independent vectors.d. It is not possible to determine if S is a basis or not.Oe. The zero vector is not in the Span{S}.

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2 (90) 2 Determine if S={ all the correct answers }is a basis for R2 and check a. S is a basis b.s is not a basis because it does not span R² c.S is not a basis because S is not a linearly independent set d. S is a basis because S has two vectors. e. It is not possible to determine if S is a basis or not.

2 (90) 2 Determine if S={ all the correct answers }is a basis for R2 and check a. S is a basis b.s is not a basis because it does not span R² c.S is not a basis because S is not a linearly independent set d. S is a basis because S has two vectors. e. It is not possible to determine if S is a basis or not.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter8: Applications Of Trigonometry

Section8.4: The Dot Product

Problem 48E

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