1 -2 Let W1 be the set: -3 -3 Determine if W1 is a basis for R° and check the correct answer(s) below. OA. W¡ is not a basis because it is linearly dependent. OB. W¡ is a basis. OC. W1 is not a basis because it does not span R. -2 Let W, be the set: 3 -1 Determine if W2 is a basis for R° and check the correct answer(s) below. OA. W2 is not a basis because it does not span R°. OB. W2 is not a basis because it is linearly dependent. |C. W, is a basis. LO
1 -2 Let W1 be the set: -3 -3 Determine if W1 is a basis for R° and check the correct answer(s) below. OA. W¡ is not a basis because it is linearly dependent. OB. W¡ is a basis. OC. W1 is not a basis because it does not span R. -2 Let W, be the set: 3 -1 Determine if W2 is a basis for R° and check the correct answer(s) below. OA. W2 is not a basis because it does not span R°. OB. W2 is not a basis because it is linearly dependent. |C. W, is a basis. LO
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.4: The Dot Product
Problem 46E
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How do I determine a basis with 4 row of numbers?
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