The conventional sampling theorem states a signal x(t) must be sampled at a rate greater than its bandwidth (a rate greater than twice its highest frequency). This implies that if x(t) has a spectrum as indicated in Figure 2, x(t) must be sampled at a rate greater than 2w2. Given the signal has most of its energy concentrated in a narrow band, it seems reasonable to expect that a sampling rate lower than twice the highest frequency could be used. This technique is referred to as bandpass sampling. Consider the system shown in Figure 3. Assuming wi > (w2 – wi), 1. Plot the spectrum of xp(t). Determine the aliasing conditions for conventional sampling and band-pass sampling. Combine the results for the general aliasing condition. 2. Find the maximum value of T and the values of the constants Wa and wh such that ar (t) = x(t). X(w) 1. -w2 Figure 2: Problem 4, band-pass signal r(t)

Q: Consider the following sampled signal x[n]. What is the cyclic frequency in the sampled signal if…

A:

Q: 1. An 8-bit register contains the number 10000110. The serial number 11011011is applied to the…

A: Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: Topic : Pulse Modulation and Sampling theorem 1.C.)

A: Step 1: Step 2: Step 3: Step 4:

Q: According to the maximum power transfer rule, it must be in order to draw maximum…

A: The objective of the question is to identify the condition that must be met in order to draw maximum…

Q: 1.3 We have a band pass signal in the frequency band, 450 Hz to 460 Hz. The carrier frequency is 455…

A: The band pass signal is given in question: where, fH=460 HzfL=450 Hzfc=455 HzBW=fH-fLBW=460-450BW=10…

Q: What is SNRQ, rounded to the nearest dB, that a 10-bit uniform quantizer is expected to have for a…

A:

Q: 4. Determine and sketch the even and odd parts of the signal depicted in Figure 3. (a) and (b) Label…

A: We need to find out even and odd part for given signal.