To transmit the data 1011000 to his friend using hamming code technique. Calculate (i) num
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- What are the CRC bits (R) associated with the payload containing first four bit 1101 and last four bit is the last digit of your reg number (i.e. 5, payload = 1101 0101). Suppose that the 4-bit generator (G) is 0101, and r = 3Question 17 Aa.For an original message size of 14 bits in a Hamming code FEC system, which one of the following bit position in the resulting message does the third parity bit NOT protect? 5 13 7 4 16 14 6 12 15 Full explain this question and text typing work only We should answer our question within 2 hours takes more time then we will reduce Rating Dont ignore this linea. Compute for the data efficiency of transmitting if the data format is a General Synchronous Data Frame. b. For an asynchronous data transmission (wherein 1 byte of data is accompanied by a specific number of auxiliary bits), how many start and stop bits are there if the data efficiency in transmitting is ? The number of start bits is equal to the number of stop bits.
- If an error happened in the following scenario, please mention whether it occurred. The sender sends the number “001011010” to the recipient. The devices make use of odd parity, 8-bit data, and a 1-bit (LSB) parity for each bit of information. What happens if the devices are utilizing even parity instead than odd? What are the communication protocols that are utilized in TESLA automobiles? Insert the schematic of the one(s) that you have discovered.We want to transmit 1000 characters with each character encoded as 8 bits. a. Find the number of transmitted bits for synchronous transmission. b. Find the number of transmitted bits for asynchronous transmission. c. Find the redundancy percent in each case.2) Compute data sent for a bit stream of 101011 with CRC using a generator 1010 Randomly assume any bit to have been corrupted, Illustrate how the receiver can detect if the data was corrupted.
- Any errors in the following scenario would be greatly appreciated. The sender sends "001011010" to the recipient. For each piece of information, it utilizes 8-bit data with odd parity and 1-bit (LSB) parity. If devices utilize even parity, why don't they use odd parity as well? The communication protocols used in Tesla vehicles may be found on the company's website. Provide a schematic if you have one.Why is the gap time between bytes vary in asynchronous transmission?Please check my answer and correct the part which is need to be foxed.And provide justification for the answer. a) The transmission time of a frame can be calculated as follows: Propagation delay (Tp) = distance/speed = 5km / 200000 km/s = 0.0025ms Transmission time (Tt) = frame size/bandwidth = 10000 * 8bits / (1Mbps * 10 ^ 6) = 0.008sec = 8ms Total time for transmission = 2 * Tp + Tt(since the frame has to travel from A to D and then D to A) = 2 * 0.0025ms + 8ms = 0.005ms + 8ms = 8.005ms The transmission time of the frame from A to D is 8.005 ms. b) The efficiency of the CSMA/CD protocol is given by the formula: Tt is the transmission time of a frame C is the number of collisions, Tp is the propagation time of a signal from one end of the segment to the other. Efficiency = Tt / (C * 2 * Tp + Tt + Tp) Assuming that there are no other stations transmitting or attempting to transmit on the segment, the transmission from A to D will succeed without collisions. Therefore,…
- 1. If they each want to send the following bit show the total signal sent Reciever Code R1 1 R2 1 R3 0 R4 1 2. How would R1 recover its signal?. 3. Consider a case with the same codes but only R1 wants to send. Reciever Code R1 1 R2 - R3 - R4 - What signal would be sent, and how would R1 recover its signal now? 4. If an error occurs in question 12, and some bits are flipped in the signal sent from positive to negative or the other way around, how many bits minimum would need to be flipped for R1 to recover the wrong signal? 5. CDMA has another important real-world use in addition to multiple access. Given the answer to the previous question, what do you think that purpose is? How does it accomplish this? Note: this is one big question where each part couldn't be seperately asked. The picture below is the 4 recievers from the start of the question.Consider the 3rd ,6th , and7th digits of your student ID composed of seven digits. Convert it to binary format (each digit is represented by a maximum of 3 bits). For example, 1060385 is simplified to 685 and then converted to 0110 1000 0101. Assume now that we want to send your simplified student ID while being able to detect and correct single bit errors. 1.1) Using two-dimensional parity check show what will be transmitted using datawords of size 4 bits.Consider the example below that shows both the payload and the two-dimensional parity bits (shown in blue), and where exactly one of the payload or parity bits shown has been corrupted. In this example, odd parity is used.