How is the discrete time impulse function defined in terms of the step function?
What is the definition of the delta function in time space intuitively?
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Is it practically possible for us to provide a perfect impulse to a system?
The convolution of a discrete time system with a delta function gives
Find the value of 2sgn(0)d[0] + d[1] + d[45], where sgn(x) is the signum function.
Where h*x denotes h convolved with x, x[n]*d[n-90] reduces to
Where h*x denotes h convolved with x, find the value of d[n]*d[n-1].
How is the continuous time impulse function defined in terms of the step function?
In which of the following useful signals, is the bilateral Laplace Transform different from the unilateral Laplace Transform?
What is the relation between the unit impulse function and the unit ramp function?
41 videos|52 docs|33 tests
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41 videos|52 docs|33 tests
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