Answer:
<u>Bit Interval is 0.2 seconds</u>
Explanation:
To Answer this question we first need to know what a Bit Interval is. The definition of this term is the following,
<u>Bit Interval:</u> is the amount of time that it takes to send a single bit of data
Now that we know this information we can calculate the amount it takes to send 1 bit of data by dividing the 3 seconds by the 15 bits sent.
So it takes 0.2 seconds to send 1 bit of data meaning the <u>Bit Interval is 0.2 seconds</u>
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With CIDR (Common Internet Domain Routing), the first decimal number isn't important any more. The /24 netmask means that there's one octet (256) numbers that aren't part of the network number. The .0 address is the network number itself and .255 is the broadcast address of the network, so that leaves 254 available node numbers, but one of those has to be a router or else the machines can't communicate with other networks.
try to search it up ...........
All of the given choices are indeed common barriers to oral communication. But among them, "noise" is the only one which may not be the fault of the sender of the receiver. Noise can be generated by nearby sources independent of the sender or receiver.
Answer:
The two ways the calendar meets the criteria of showing the correct date are;
1) The calendar can give dates in the 12 months in a year
2) The calendar can show up to the 31 different days in a month
Explanation:
The two ways in which the calendar meets the criteria of showing the correct date are;
1) The number number of long blocks with 4 different months each = Three
Therefore, the total number of months the blocks can hold = 3 × 4 months = 12 months = The number of months in a year
2) The number of faces on each dice = 6 faces
The number of dice = 2 dice
The total number of faces = 12
The number of identical faces = 2 (11th and 22nd of the month)
The number of unique faces = 10
The number of combinations of the dices = ₁₀C₂ = 45
The number of combination of faces required to show = 1 to 31 = 31 combination
Therefore, there are adequate combinations on the dice to show all the dates of month
