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3. Each of J, K, L, M and N is a linear transformation from R2 to R. These functions are given as follows: J(11,12) = (5x1 – 3z2, –10z1 + 672), K(z1, T2) = (-12, I1), L(I1, 12) = (12, 1), M(z1, 12) = (311 +2, I1 + 2r2), N(I1, 12) = (-1, T2). %3! %3D

3. Each of J, K, L, M and N is a linear transformation from R2 to R. These functions are given as follows: J(11,12) = (5x1 – 3z2, –10z1 + 672), K(z1, T2) = (-12, I1), L(I1, 12) = (12, 1), M(z1, 12) = (311 +2, I1 + 2r2), N(I1, 12) = (-1, T2). %3! %3D

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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I cant work out any of part (a) please help

V5a2 + I3 = 2, 3. Each of J, K, L, M and N is a linear transformation from R2 to R2. These functions are given as follows: J(21, x2) = (5x1 – 3r2, –10x1 + 6x2), K(r1, T2) = (-x2, a1), L(r1, r2) = (r2, Ti), M(x1, 12) = (3x1 + x2, I1 + 2x2), N(21, 12) = (-21, 2). (a) In each case, write down the matrix of the transformation and compute its deter- minant.
Transcribed Image Text:V5a2 + I3 = 2, 3. Each of J, K, L, M and N is a linear transformation from R2 to R2. These functions are given as follows: J(21, x2) = (5x1 – 3r2, –10x1 + 6x2), K(r1, T2) = (-x2, a1), L(r1, r2) = (r2, Ti), M(x1, 12) = (3x1 + x2, I1 + 2x2), N(21, 12) = (-21, 2). (a) In each case, write down the matrix of the transformation and compute its deter- minant.
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