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Consider the system as shown below :
where y(t) = x(et). The system is
  • a)
    linear and causal.
  • b)
    linear and non-causal.
  • c)
    non-linear and causal.
  • d)
    non-linear and non-causal.
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
Consider the system as shown below :where y(t) = x(et). The system isa...
Part-1 The given system will satisfy law of superposition. So the system will be linear.
Part-2
y(t) = x(et)
Put, t = 0,
y(0) = x(1)
Since output is depending on future value of input. So the system is non-causal.
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Most Upvoted Answer
Consider the system as shown below :where y(t) = x(et). The system isa...
Part-1 The given system will satisfy law of superposition. So the system will be linear.
Part-2
y(t) = x(et)
Put, t = 0,
y(0) = x(1)
Since output is depending on future value of input. So the system is non-causal.
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Consider the system as shown below :where y(t) = x(et). The system isa)linear and causal.b)linear and non-causal.c)non-linear and causal.d)non-linear and non-causal.Correct answer is option 'B'. Can you explain this answer?
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