1. Repeated values of a linear transformation Repeated values of a linear transformation Let T : R* → R³ be a linear transformation given by T (v) = Av where A is the following matrix: --2 -1 2 A = 1...

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1. Repeated values of a linear transformation<br>Repeated values of a linear transformation<br>Let T : R* → R³ be a linear transformation given by T (v) = Av where A is the following matrix:<br>--2<br>-1<br>2<br>A =<br>1<br>-2<br>-2<br>-1<br>-1<br>-3<br>2<br>Find vectors w, w', z, z' which satisfy the following conditions:<br>• w + w' but T (w) = T (w')<br>• z +z' but T (z) = T (z')<br>• T (w) # T (z)<br>Enter the vector w in the form [w1 , W2, W3 , W4]:<br>Enter the vector w' in the form [w, , w½ , wa , w¼]:<br>Enter the vector z in the form [z, , z2 , Z3 , z4]:<br>Enter the vector z' in the form [z , z½ , z3 , z4]:<br>

Extracted text: 1. Repeated values of a linear transformation Repeated values of a linear transformation Let T : R* → R³ be a linear transformation given by T (v) = Av where A is the following matrix: --2 -1 2 A = 1 -2 -2 -1 -1 -3 2 Find vectors w, w', z, z' which satisfy the following conditions: • w + w' but T (w) = T (w') • z +z' but T (z) = T (z') • T (w) # T (z) Enter the vector w in the form [w1 , W2, W3 , W4]: Enter the vector w' in the form [w, , w½ , wa , w¼]: Enter the vector z in the form [z, , z2 , Z3 , z4]: Enter the vector z' in the form [z , z½ , z3 , z4]:

Jun 05, 2022

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1. Repeated values of a linear transformation Repeated values of a linear transformation Let T : R* → R³ be a linear transformation given by T (v) = Av where A is the following matrix: --2 -1 2 A = 1...

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