Find the particular solution of the following system of linear difference equations with given initial value...
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Find the particular solution of the following system of linear difference equations with given initial value conditions æ(n)=-2æ(n-1)+2y(n-1); x (0) = =-2 y (n) = − ½ x (n − 1) + 2 y (n − 1); y (0) = 3 Enter your answers for x(n) and y(n) below as a 2x1 matrix. n Expressions like (s + 2t) (√3) cos (²Tn) should be entered as (s + 2t) * (3)n/2 * cos( OS (2T 3 ə sin (a) 8 Ω ????х π -Cas (1 - 1) - 2 - sin ( - ) n 2 TU π 4. cos .n + sin sin (7- .n -2. cos d. a *n Find the particular solution of the following system of linear difference equations with given initial value conditions æ(n)=-2æ(n-1)+2y(n-1); x (0) = =-2 y (n) = − ½ x (n − 1) + 2 y (n − 1); y (0) = 3 Enter your answers for x(n) and y(n) below as a 2x1 matrix. n Expressions like (s + 2t) (√3) cos (²Tn) should be entered as (s + 2t) * (3)n/2 * cos( OS (2T 3 ə sin (a) 8 Ω ????х π -Cas (1 - 1) - 2 - sin ( - ) n 2 TU π 4. cos .n + sin sin (7- .n -2. cos d. a *n
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see attachment Pr X23 1 2y x x 2 y 1 0 2y 01 y3 2 Solution Corite down the system in the matr... View the full answer
Related Book For
Finite Mathematics and Its Applications
ISBN: 978-0134768632
12th edition
Authors: Larry J. Goldstein, David I. Schneider, Martha J. Siegel, Steven Hair
Posted Date:
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