A speech signal has a total duration of 10 s.

A speech signal has a total duration of 10 s. A speech signal has a total duration of 10 s. It is sampled at the rate of 8 kHz and then encoded. The signal-to-(quantization) noise ratio is required to be 40 dB. Calculate minimum storage capacity needed to accommodate this digitized speech signal. Is this […]

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A sinusoidal signal of frequency A?0 = 104/2π Hz is sampled

A sinusoidal signal of frequency A?0 = 104/2π Hz is sampled A sinusoidal signal of frequency A?0 = 104/2p Hz is sampled at the rate of 8 kHz and then applied to a sample-and-hold circuit to produce a flat-topped PAM signal s (t) with pulse duration T = 500Âľs (a) Compute the waveform of the […]

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A stationary process X (t) has the following values for

A stationary process X (t) has the following values for A stationary process X (t) has the following values for its autocorrelation function RX (0) = 1, RX (1) = 0.8, RX (2) = 0.6, RX (3) = 0.4 (a) Calculate the coefficients of an optimum linear predictor involving the use of three unit-delays. (b) […]

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Consider a wideband PM signal produced by a sinusoidal

Consider a wideband PM signal produced by a sinusoidal Consider a wideband PM signal produced by a sinusoidal modulating wave Am cos (2pA?mt), using a modulator with a phase sensitivity equal to k p radius per volt. (a) Show that if the maximum phase deviation of the PM signal is large compared with one radian, […]

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Consider a white Gaussian noise process of zero mean and

Consider a white Gaussian noise process of zero mean and Consider a white Gaussian noise process of zero mean and power spectral density N0/2 that is applied to the input of the high-pass RL filter shown in Figure. (a) Find the autocorrelation function and power spectral density of the random process at the output of […]

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Consider a uniform quantizer characterized by the input—output r

Consider a uniform quantizer characterized by the input—output r Consider a uniform quantizer characterized by the input—output relation illustrated Figure a. Assume that a Gaussian-distributed random variable with zero mean and unit variance is applied to this quantizer input. (a) What is the probability that the amplitude of the input lies outside the range -4 […]

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Consider a test signal m (t) defined by a hyperbolic tangent

Consider a test signal m (t) defined by a hyperbolic tangent Consider a test signal m (t) defined by a hyperbolic tangent function: m (t) = A tanh (βt), where A and β are constants. Determine the minimum step size ∆ for delta modulation of this signal, which is required to avoid slope overload. Is […]

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Consider a sequence of letters of the English alphabet with

Consider a sequence of letters of the English alphabet with Consider a sequence of letters of the English alphabet with their probabilities of occurrence as given here: Letter a ilmno p y Probability 0.1 0.1 0.2 0.1 0.1 0.2 0.1 0.1 Compute two different Huffman codes for this alphabet. In one case, move a combined […]

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A stationary, Guassian process X (t) has zero means and

A stationary, Guassian process X (t) has zero means and A stationary, Guassian process X (t) has zero means and power spectral density SX (f). Determine the probability density function of a random variable obtained by observing the process X (t) at some time tk. Is this the question you were looking for? If so, […]

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