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Given the following functions of τ
a. Sketch each function and fully dimension.
b. Find the Fourier transforms of each and sketch. With the information of part (a) and the Fourier transforms justify that each is suitable for an autocorrelation function.
c. Determine the value of the DC power, if any, for each one.
d. Determine the total power for each.
e. Determine the frequency of the periodic component, if any, for each.
A full adder is a circuit that adds 2 bits and a carry. The circuit takes three inputs, two data bits (A and B) and a carry bit (Cin), and outputs their sum (S) and a carry out
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Referring to the information above, if one were to sum all of the different average power values associated with the carrier and all sidebands, determine the total value of average power (in watts).
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Consider two Si samples; one is p-type doped to 1018/cm3 acceptor atoms and the other one n-type doped to 1015/cm3 donor atoms at room temperature (300K). a. Draw the band diagram associated with p-type and n-type semiconductors, noting the various..
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