Assume that an 8-bit data word stored in memory is 11101010.  Using the Hamming algorithm, determine what check bits would be stored in memory with the data word. Consider if data bit 4 sustains an error and calculate syndrome word.

Part A - Practicing unsigned addition For each 8-bit addition problem, determine the sum and whether or not overflow has occurred. 1.214 + 67 = 2. Did overflow occur? (Y or N). 3. Ox0c + Ox48 = Ox 4. Did overflow occur? (Y or N). Enter your answers for questions 1-4 in order, with each answer separated by a comma. Question 1 should be an integer, question 3 should be a hex number (include 0x), and questions 2 and 4 should be either a "y" or "N". > View Available Hint(s) Submit Part B - Practicing unsigned subtraction In the PartA introduction, overfiow is the "normal" case. Suppose we look at the problem in reverse: -12 ±4 -3 13 A negative overflow occurs since there are no negative numbers in unsigned arithmetic. For each 8-bit subtraction problem, determine the difference and whether or not negative overfiow has occurred. 1. 85 - 124 = 2. Did negative overfiow occur? (Y or N). 3. Ox5d - Oxa7 = 4. Did negative overflow occur?_ Y or N). Enter your answers for questions 1-4 in order,…

As the error-detection and correction capability of a code increases, we would expect in general the overhead bits to protect a group of data bits to decrease remain the same increase

Are you able to differentiate between the least significant bit and the most significant bit in a given set of data?