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SOLVED:Find the standard matrix for the operator T: R^3 →R^3 defined by w1=3 x1+5 x2-x3 w2=4 x1-x2+x3 w3=3 x1+2 x2-x3 and then compute T(-1,2,4) by directly substituting in the equations and then
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SOLVED: 12. [12 points] Diagonalize the linear operator L OH R+ given by 2 -2 -4 6 -2 25 -3 E1 12 13 14 T2 T3 L4 Be sure t0 give PL(z)
SOLVED: [L.5 pts] Use your calculator [0 find the standard matrix for the linear operator T R' that performs reflection about the x-plane. then an orthogonal projection onto the x-plane. then dilation
SOLVED: The linear operator L is defined by Lly] = y Calculate L[z? + 21]' 41 + 4 41 - 4 None of the above
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