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Use the operator method described in this section to find the general solution of each of the following linear systems. dx, dy + dt dx 2. dt dy - x = - 2t, 1. 2x – 4y = e', | | dt dt dx , dy + dt dx dy y = e“. 3x – y = t?. | dt dt dt dx, dy 3. + dt dx 4. dt dy x - 3y = e', - x - 2y = 2e', dt - - dt dx , dy + dt + x = e3!. dx , dy + dt 3х — 4у %3D е". - dt dt dx , dy 5. 2- dt x - y = e', dx , dy 6. 2 dt - 3x - y = t, dt -- - dt dx dy dx + 2x + y = e'. dt dy - 4x — у — е'. dt dt dt +

Use the operator method described in this section to find the general solution of each of the following linear systems. dx, dy + dt dx 2. dt dy - x = - 2t, 1. 2x – 4y = e', | | dt dt dx , dy + dt dx dy y = e“. 3x – y = t?. | dt dt dt dx, dy 3. + dt dx 4. dt dy x - 3y = e', - x - 2y = 2e', dt - - dt dx , dy + dt + x = e3!. dx , dy + dt 3х — 4у %3D е". - dt dt dx , dy 5. 2- dt x - y = e', dx , dy 6. 2 dt - 3x - y = t, dt -- - dt dx dy dx + 2x + y = e'. dt dy - 4x — у — е'. dt dt dt +

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter6: Systems Of Linear Equations And Inequalities
Section6.1: Graphing Systems Of Equations
Problem 1CYU
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Use the operator method described in this section to find the general solution of each of the following linear systems. dx, dy + dt dx 2. dt dy - x = - 2t, 1. 2x – 4y = e', | | dt dt dx , dy + dt dx dy y = e“. 3x – y = t?. | dt dt dt dx, dy 3. + dt dx 4. dt dy x - 3y = e', - x - 2y = 2e', dt - - dt dx , dy + dt + x = e3!. dx , dy + dt 3х — 4у %3D е". - dt dt dx , dy 5. 2- dt x - y = e', dx , dy 6. 2 dt - 3x - y = t, dt -- - dt dx dy dx + 2x + y = e'. dt dy - 4x — у — е'. dt dt dt +
Transcribed Image Text:Use the operator method described in this section to find the general solution of each of the following linear systems. dx, dy + dt dx 2. dt dy - x = - 2t, 1. 2x – 4y = e', | | dt dt dx , dy + dt dx dy y = e“. 3x – y = t?. | dt dt dt dx, dy 3. + dt dx 4. dt dy x - 3y = e', - x - 2y = 2e', dt - - dt dx , dy + dt + x = e3!. dx , dy + dt 3х — 4у %3D е". - dt dt dx , dy 5. 2- dt x - y = e', dx , dy 6. 2 dt - 3x - y = t, dt -- - dt dx dy dx + 2x + y = e'. dt dy - 4x — у — е'. dt dt dt +
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