2.26. (a) Determine whether the system described by +1 y(t) = x(7-a)dr (where a is a constant) is (ii) invertible, (i) memoryless, (iii) stable, (iv) time invariant, and (v) linear. (b) For what values of the constant a is the system causal?

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2.26. (a) Determine whether the system described by
p+1
y(t) =
x(7-a)dr
(where a is a constant) is
(i) memoryless,
(ii) invertible,
(iii) stable,
(iv) time invariant, and
(v) linear.
(b) For what values of the constant a is the system causal?
2.27.
Determine whether the system is
(i) memoryless,
(ii) invertible.
(iii) causal.
(iv) stable,
(v) time invariant, and
(vi) linear.
(a) y(t) = cos[x(t – 1)]
(e) y(t) = 7x(t) + 6
3x(3t 4 3)
Transcribed Image Text:11:33 1 A elearning.yu.edu.jo •Send your answer through eLearning system. •Do not submit your answer to the Email. If you do this, your HW will not be considered. HW 2.26. (a) Determine whether the system described by p+1 y(t) = x(7-a)dr (where a is a constant) is (i) memoryless, (ii) invertible, (iii) stable, (iv) time invariant, and (v) linear. (b) For what values of the constant a is the system causal? 2.27. Determine whether the system is (i) memoryless, (ii) invertible. (iii) causal. (iv) stable, (v) time invariant, and (vi) linear. (a) y(t) = cos[x(t – 1)] (e) y(t) = 7x(t) + 6 3x(3t 4 3)
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