Either use an appropriate theorem to show that the given set, W, is a vector space, or find a specific example to the contrary.C-22dW =:C, d realc- 22dLet w =Then w is an element of W. Write w in parametric vector form.(c, d in R)w =.+.Now write the expression found for w in the previous step as the product of a matrix, A, and the vectorw = Aw =Therefore, the set W =The

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Either use an appropriate theorem to show that the given set, W, is a vector space, or find a specific example to the contrary. C- 22d :C, d real c- 22d Let w= d| Then w is an element of W. Write w in parametric vector form. (c, d in R) %3D Now write the expression found for w in the previous step as the product of a matrix, A, and the vector {}- Therefore, the set W= The

Either use an appropriate theorem to show that the given set, W, is a vector space, or find a specific example to the contrary. C- 22d :C, d real c- 22d Let w= d| Then w is an element of W. Write w in parametric vector form. (c, d in R) %3D Now write the expression found for w in the previous step as the product of a matrix, A, and the vector {}- Therefore, the set W= The

Linear Algebra: A Modern Introduction

4th Edition

ISBN:9781285463247

Author:David Poole

Publisher:David Poole

Chapter6: Vector Spaces

Section6.2: Linear Independence, Basis, And Dimension

Problem 33EQ

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