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A signal S(t) = 2cos (48????t) is sent using a digital communication system. (a) The signal is first sampled. What is the minimum sampling rate

A signal S(t) = 2cos (48????t) is sent using a digital communication system.

(a) The signal is first sampled. What is the minimum sampling rate required to avoid aliasing?

(b) If the signal is then quantized from -2 to 2 using uniform quantizer of 8 quantization levels. Find the quantization levels.

(c) Using the quantizer in (b), what is the maximum quantization error for any given sample?

(d) With the same quantizer, how many bits are needed to represent each quantization level? Clearly write one possible way to encode all quantization levels. (i.e., assign each level to a code

(e) A sample from (a) is equal to 1.1. Based on your answers above, what is the code that represent this sample.

(f) Assume Manchester encoding, roughly sketch the output signal corresponding to the sample in (e).

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a Minimum Sampling Rate To avoid aliasing the sampling rate fs must be greater than twice the highest frequency component in the signal In this case the highest frequency is present in the cosine term ... blur-text-image

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