Question

You have a baud rate of 6,487. How many bytes (not bits!) can it transfer in a second? A. 810 bytes B. 649 bytes C. 6,487 bytes D. 812 bytes

Answer 1

The baud rate of 6,487 can transfer 810 bytes in a second by assuming each baud carries 8 bits.

Step-by-step explanation:

The baud rate refers to the number of signal changes per second that a communication system can transmit. However, it doesn't directly correspond to the number of bytes that can be transferred. To calculate the number of bytes, we need to consider the fact that each baud can carry multiple bits.

In this case, we need to know the number of bits per baud. If we assume each baud carries 8 bits (which is commonly used for a standard serial connection), we can calculate the number of bytes transferred per second by dividing the baud rate by 8.

Therefore, the answer is A. 810 bytes.

Answer 2

A baud rate of 6,487 can transfer 810 bytes in a second.

Step-by-step explanation:

A baud rate is a measure of the number of signal changes per second in a communication channel. It is often used to indicate the speed or data transfer rate of serial communication. In this case, the baud rate is 6,487.

Since 1 byte is equal to 8 bits, to calculate the number of bytes that can be transferred in a second, we divide the baud rate by 8. So, 6,487 divided by 8 is equal to 810.875. However, since bytes cannot be divided, we round down to the nearest whole number.

Therefore, the baud rate of 6,487 can transfer 810 bytes in a second.