Periodicity

Signal periodicity in discrete-time

Signal periodicity in discrete-time
  1. How do you find the periodicity of a discrete-time signal?
  2. What is the periodicity of the signal?
  3. How do you calculate periodicity of a signal?
  4. What is the periodicity of a discrete-time signal Mcq?

How do you find the periodicity of a discrete-time signal?

A discrete-time signal is periodic if there is a non-zero integer p ∈ DiscreteTime such that for all n ∈ DiscreteTime, x(n + p) = x(n). x(n) = cos(2π f n).

What is the periodicity of the signal?

A periodic signal is one that repeats the sequence of values exactly after a fixed length of time, known as the period. In mathematical terms a signal x(t) is periodic if there is a number T such that for all t Equation 10.10 holds.

How do you calculate periodicity of a signal?

As mentioned above, the period of a periodic signal is called T0, and it is the smallest positive value of T that makes the equation x(t) = x(t+T) true for all t. The period of a signal is sometimes called one cycle of the signal.

What is the periodicity of a discrete-time signal Mcq?

A discrete-time signal is periodic if there is a non-zero integer N ∈ discrete-time such that for all n ∈ discrete-time, x(n + N) = x(n). The smallest value of N is known as the fundamental period.

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