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It means times ten. So what is the bitrate at times one? Multiply that by 10.

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What is the bitrate of the signal in which bit lasts for 0.001 seconds?

The bit rate of a signal in which the time per bit is know can be easily calculated. The bit rate for a signal where a bit lasts for 0.001 seconds can be found directly by inverting the time per bit. But let's look at it this way. Your bit takes 0.001 seconds to be completed. That's 1/1000th of a second. That's a rate of 1/1000th of a second per bit, isn't it? Yes, it is. But bit rate is bits per second, and you have seconds per bit, right? Yes, you do. It turns out that 1/1000th of a second per bit is exactly equal to one bit per 1/1000th of a second. It is most important that this is clear. Your bit rate is one bit per thousandth of a second. But wait a minute. Bit rate is normally measures in "x" number of bits per one second, and the bit rate here is expressed here as one bit per 1/1000th of a second. Here's what it looks like: 1 bit________________________1/1000th seconds Looks kinda ugly, but that's what it is. Now multiply both the numerator (1 bit) and the denominator (1/1000th seconds) by 1000. That makes the denominator turn into a 1 which is what is needed to convert this mess into bits per 1 second. The numerator will be come 1000. The answer is now clear. It's 1000 bits per one second, or 1000 bits per second, or 1000 bps, or 1k bps.


What is 2.9 x 10 x10 x10 x10 x10 x10 x10?

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Give an example of a signal for each what conditions the baud rate is equal to the bit rate the baud rate is greater than the bit rate and the baud rate is less than the bit rate?

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