ii. In a world class communication network the desired Speech was digitized at 64 kb/s. You are to discuss means by which the bit-stream could be efficiently transmitted over a channel with 48 kHz bandwidth centered on 100 kHz? According to the Shannon-Hartley Law, what signal-to-noise ratio would be required to ensure that arbitrarily low bit-error rates are achievable for this transmission? c. From above question b. il. what will be the signal-to-noise ratio that would be required to ensure that arbitrarily low bit-error rates are achievable for this

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4G
17:14 M
O) Details
ii. In a world class communication network the desired Speech was digitized at
64 kb/s. You are to discuss means by which the bit-stream could be efficiently
transmitted over a channel with 48 kHz bandwidth centered on 100 kHz?
According to the Shannon-Hartley Law, what signal-to-noise ratio would be
required to ensure that arbitrarily low bit-error rates are achievable for this
transmission?
C.
From above question b. ii. what will be the signal-to-noise ratio that would be
required to ensure that arbitrarily low bit-error rates are achievable for this
transmission, if the channel reduced to 36 kHz bandwidth centered on 100
kHz? According to the Shannon-Hartley Law,
go o
Transcribed Image Text:4G 17:14 M O) Details ii. In a world class communication network the desired Speech was digitized at 64 kb/s. You are to discuss means by which the bit-stream could be efficiently transmitted over a channel with 48 kHz bandwidth centered on 100 kHz? According to the Shannon-Hartley Law, what signal-to-noise ratio would be required to ensure that arbitrarily low bit-error rates are achievable for this transmission? C. From above question b. ii. what will be the signal-to-noise ratio that would be required to ensure that arbitrarily low bit-error rates are achievable for this transmission, if the channel reduced to 36 kHz bandwidth centered on 100 kHz? According to the Shannon-Hartley Law, go o
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