Q4 Solve the given difference equation for 1(k) with zero initial conditions using: (a) [15pts] The...

 

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Q4 Solve the given difference equation for 1(k) with zero initial conditions using: (a) [15pts] The sequential technique (solve k = 0, 1, 2, 3). (b) [15pts] The z-transform. (c) [10pts] Will the final-value theorem give the correct value of r(k) as k→ ∞o? where 1(k) 31(k-1) +2r(k − 2) = e(k) e(k)= {a 1, k = 0,1 0, k≥ 2 Q4 Solve the given difference equation for 1(k) with zero initial conditions using: (a) [15pts] The sequential technique (solve k = 0, 1, 2, 3). (b) [15pts] The z-transform. (c) [10pts] Will the final-value theorem give the correct value of r(k) as k→ ∞o? where 1(k) 31(k-1) +2r(k − 2) = e(k) e(k)= {a 1, k = 0,1 0, k≥ 2

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the Solutions are folows as that Solution for a As k0 k 1 K2 Yak 3 k1 2... View the full answer