Consider a discrete time sequence shown in the Figure below. Write the mathematical form of x(n).

Question:

Consider a discrete time sequence shown in the Figure below. Write the mathematical form of x(n).

Time Shifting of Discrete Signals:

When contemplating a discrete function, time shifting is the property applied to the signal to obtain an advanced or a delayed version of the signal. In discrete signals, time shifting is similar to continuous-time signals, although the only difference is with the signal type.

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Note: The value to the immediate left on the horizontal axis is wrongly mentioned as {eq}\bf{-2} {/eq} instead of {eq}\bf{-1} {/eq}.

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Discrete vs. Continuous Functions | Differences & Examples

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Chapter 4 / Lesson 1
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Learn what discrete and continuous functions are and some discrete and continuous graph examples. See a discrete graph, a continuous graph, and their differences.


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