A discrete-time system is described by y[n] = 6x[n] + 2(x[n+ 1]) a) Find the output...

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A discrete-time system is described by y[n] = 6x[n] + 2(x[n+ 1])² a) Find the output of the system, y[n], for 2 <n<3, given the input signal shown in the figure below. Enter your answer as a list, separated by commas. y[n] = b) Given that DM is a system that delays the input by M samples, find the outputs y₁ [n] and y2 [n] as shown in the figures below. x[n] 4₁ [n] x[n] y₁ [n] = Y/₂[n] = x₂[n] x₁ [n] D x₂[n] S c) is the system time-Invariant? ? d) Find the outputs ya [n] and y4 [n] as shown in the figures below. x₁ [n] S S ya[n] = y₁ [n] = e) Is the system linear? ? f) is the system causal? ? 4₂ [n] @OS S a 43[n] 4₂ [~], Ⓒ08 by UBC Ingreeting A discrete-time system is described by y[n] = 6x[n] + 2(x[n+ 1])² a) Find the output of the system, y[n], for 2 <n<3, given the input signal shown in the figure below. Enter your answer as a list, separated by commas. y[n] = b) Given that DM is a system that delays the input by M samples, find the outputs y₁ [n] and y2 [n] as shown in the figures below. x[n] 4₁ [n] x[n] y₁ [n] = Y/₂[n] = x₂[n] x₁ [n] D x₂[n] S c) is the system time-Invariant? ? d) Find the outputs ya [n] and y4 [n] as shown in the figures below. x₁ [n] S S ya[n] = y₁ [n] = e) Is the system linear? ? f) is the system causal? ? 4₂ [n] @OS S a 43[n] 4₂ [~], Ⓒ08 by UBC Ingreeting