Which is/are the essential condition/s to get satisfied for a recursive system to be linear?
A. Zero state response should be linear
B. Principle of Superposition should be applicable to zero input response
C. Total Response of the system should be addition of zero state & zero input responses
D. All of the above
A. Replication
B. Sampling
C. Scaling
D. Product
A. a > 1
B. 0 < a < 1
C. a < -1
D. -1 < a < 0
A. sinusoid signals multiplied by growing exponentials
B. sinusoid signals divided by growing exponentials
C. sinusoid signals multiplied by decaying exponentials
D. sinusoid signals divided by decaying exponentials
A. Decreases with an increase in the magnitude of an independent variable (x)
B. Increases with an increase in the magnitude of an independent variable (x)
C. Always remains constant irrespective of variation in magnitude of 'x'
D. Cannot be defined
A system is said to be shift invariant only if______
A. a shift in the input signal also results in the corresponding shift in the output
B. a shift in the input signal does not exhibit the corresponding shift in the output
C. a shifting level does not vary in an input as well as output
D. a shifting at input does not affect the output