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Q1(b). Given the following difference equation: y(n) + y(n-1) + 0.25y(n-2) = x(n)-0.4x(n-1). (1) Determine the transfer function representing the LTID system. (2) Determine the output of the LTID system for the input x (n) (0.4)nu(n).

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ven Apply 2-1vanstorm on Time sh ing Po 2. 근 굿-0. 군 04 メ Z. XE2) → TYansfor -unction 2 2守군 +0.25 inp. χ(n) =@wyup) _ eND Timeで-O, ya) (272 +025] fotmvla tycquency shifting PYopeY(ソ eto s)

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Q1(b). Given the following difference equation: y(n) + y(n-1) + 0.25y(n-2) = x(n)-0.4x(n-1). (1) Determine the...
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