appreciated. Please show all work and write clearly, thank
you.
- Hi If Someone Can Help With This It Would Be Deeply Appreciated Please Show All Work And Write Clearly Thank You 1 (48.46 KiB) Viewed 25 times
Hi if someone can help with this, it would be deeply appreciated. Please show all work and write clearly, thank you.
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answerhappygod
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Hi if someone can help with this, it would be deeply appreciated. Please show all work and write clearly, thank you.
Hi if someone can help with this, it would be deeply
appreciated. Please show all work and write clearly, thank
you.
Digital "1"s are received as a Gaussian random variable with a Mean (M) = 3 volts and a standard deviation (0) = 0.7 volts. Digital "O"'s are received as a Gaussian random variable with a Mean (M) = 0.4 volt and a standard deviation (0) = 0.6 volts. When the received signal is greater than 2.0 volts it is assumed a “1” is received and when the received signal is less than 1.5 volts it is assumed that a "0" was received. A) If a "1" was transmitted 1) What is the probability that the receiver recognizes it as a “1”? 2) What is the probability that the receiver recognizes it as a "0" ? 3) What is the probability that the receiver is unsure if it is a "1" or a "0" ? B) If a "0" was transmitted 1) What is the probability that the receiver recognizes it as a “1”? 2) What is the probability that the receiver recognizes it as a "0" ? 3) What is the probability that the receiver is unsure if it is a "1" or a "0" ?
appreciated. Please show all work and write clearly, thank
you.
Digital "1"s are received as a Gaussian random variable with a Mean (M) = 3 volts and a standard deviation (0) = 0.7 volts. Digital "O"'s are received as a Gaussian random variable with a Mean (M) = 0.4 volt and a standard deviation (0) = 0.6 volts. When the received signal is greater than 2.0 volts it is assumed a “1” is received and when the received signal is less than 1.5 volts it is assumed that a "0" was received. A) If a "1" was transmitted 1) What is the probability that the receiver recognizes it as a “1”? 2) What is the probability that the receiver recognizes it as a "0" ? 3) What is the probability that the receiver is unsure if it is a "1" or a "0" ? B) If a "0" was transmitted 1) What is the probability that the receiver recognizes it as a “1”? 2) What is the probability that the receiver recognizes it as a "0" ? 3) What is the probability that the receiver is unsure if it is a "1" or a "0" ?