Problem 1. A BPSK signal is utilized at 10000 bits/sec. The waveforms are si(t) = A cos(wot) and s2(t) = -A cos(wot), where A = 1.5 mV and the single-sided noise density No = 10-11 W/Hz. Assume the signal power and energy per bit are normalized to a 1-2 resistive load. Find the expected number of bit errors made in one day at the receiver.

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Problem 1. A BPSK signal is utilized at 10000 bits/sec. The waveforms
are si(t) = A cos(wot) and s2(t) = -A cos(wot), where A = 1.5 mV and the
single-sided noise density No = 10-11 W/Hz. Assume the signal power and
energy per bit are normalized to a 1-2 resistive load. Find the expected
number of bit errors made in one day at the receiver.
Transcribed Image Text:Problem 1. A BPSK signal is utilized at 10000 bits/sec. The waveforms are si(t) = A cos(wot) and s2(t) = -A cos(wot), where A = 1.5 mV and the single-sided noise density No = 10-11 W/Hz. Assume the signal power and energy per bit are normalized to a 1-2 resistive load. Find the expected number of bit errors made in one day at the receiver.
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