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Q2. Write the last two digits of your school number \"Nr\" (if this number is 00, replace it with 22) and subtract your birthday \"BD\" (only two-digit day, no month). Then perform the subtraction by using 2' complement notation. (20p) Nr=(...)_{10} = (...)_{2} BD=(...)_{10} = (...)_{2} (...)_{10} = (...)_{2} 2's complement Last 2 digits of school Nr. 2-digit \"Birth day\" 2's complement of the birthday Write the calculations steps in detail: 

          Q2. Write the last two digits of your school number \"Nr\" (if this number is 00, replace it with 22) and
subtract your birthday \"BD\" (only two-digit day, no month). Then perform the subtraction by using
2' complement notation. (20p)
Nr=(...)_{10} = (...)_{2}  BD=(...)_{10} = (...)_{2}  (...)_{10} = (...)_{2} 2's complement
Last 2 digits of school Nr.          2-digit \"Birth day\"                2's complement of the birthday
Write the calculations steps in detail:
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Q2. Write the last two digits of your school number N̈r(̈if this number is 00, replace it with 22) and subtract your birthday B̈D(̈only two-digit day, no month). Then perform the subtraction by using 2' complement notation. (20p) Nr=(...)10 = (...)2 BD=(...)10 = (...)2 (...)10 = (...)2 2's complement Last 2 digits of school Nr. 2-digit B̈irth day2̈'s complement of the birthday Write the calculations steps in detail:

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University Physics with Modern Physics
University Physics with Modern Physics
Hugh D. Young 14th Edition
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Last two digits of school number: 11 Two-digit day of birthday: 06 Q2. Write the last two digits of your school number (Nr). If this number is 00, replace it with 22 and subtract your birthday (BD), which is only the two-digit day (no month). Then perform the subtraction using 2's complement notation. 20p Nr = 10 BD = 06 -10 = 2's complement Last two digits of school number: 10 Two-digit day of birthday: 06 2's complement of the birthday: -10 Write the calculation steps in detail: 1. Determine the last two digits of the school number: 11 2. Determine the two-digit day of the birthday: 06 3. Check if the school number is 00. Since it is not, proceed to the next step. 4. Subtract the birthday from the school number: 11 - 06 = 05 5. Convert the result to 2's complement notation: -05 6. Determine the last two digits of the school number: 10 7. Determine the two-digit day of the birthday: 06 8. Convert the birthday to 2's complement notation: -10
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00:02 In the following question we have the decimal number to the binary number to binary number and decimal number provided to us is n is equal to 44 n is equal to 44 for conversion of decimal to binary we will divide it by the two of the factors so 44 firstly will be divided with the remainder will be 22 quotient will be 22 and remainder as the zero again we divide by the two and it will here remain 11 and the remainder zero after this if we divide…
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