If you have a codeword set that has a hamming distance of at least 13 between all codewords, then how many bits of transmission error can be corrected?
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If you have a codeword set that has a hamming distance of at least 13 between all codewords, then how many bits of transmission error can be corrected?
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- In the following code, what is the minimum distance for the code? What is the best situation we might hope for in connection with error detection and error correction? (011100) (011011) (111011) (100011) (000000) (010101) (110100) (110011)Fix the error with ss.What is the probability that a bit string of length 8 has exactly five 1’s?
- A bit (meaning binary digit) is 0 or 1. An ordered array of eight bits (such as01101001) is a byte. How many different bytes are there? If you select a byte at random, what is the probability that you select 11000010? What is the probability that you select a byte containing three 1’s and five 0’s?In cyclic redundancy checking, if g(x) =1011, d(x)= 0100, and the remainder to be 111, what is the codeword c(x) a. 1011111 b.0100111 c. 10110100 d.01001011 e. 1011 f. 0100 g. 111Suppose that you pick a bit string from the set of all bit strings of length ten. What is the probability that the bit string has more 0s than 1s?
- How many 14-bit strings (that is, bit strings of length 14) are there which: a. Start with the sub-string 011? 2048 b. Have weight 4 (i.e., contain exactly 4 1's) and start with the sub-string 011? 330 c. Either start with 011 or end with 01 (or both)? 6144 d. Have weight 4 and either start with 011 or end with 01 (or both)? 825In a given 32-bit floating-point representation of numbers, if the number of bits of the mantissa is reduced to accommodate an increase in the number of bits of the exponent, this will result in the following: (select the best answer) Increased range of the numbers at the expense of the precision Increased precision of the numbers at the expense of the range Both range and precision increase Both range and precision decreaseA bit string contains 1's and 0's. How many different bit strings can be constructed given the restriction(s)? Length is 20. Has exactly six 1's in the first half. Has exactly three 1's in the second half.
- How many 99-bit strings (that is, bit strings of length 9) are there which Have weight 7 and either start with 101 or end with 11 (or both)?Error can be minimized by-Each item in a store's inventory is assigned a unique binary sequence using binary numerals. If the shop has between 75 and 100 goods in its inventory, what is the minimum amount of bits necessary for each binary sequence?