Divide.
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Question

Divide.
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Quizplus · Accepted Answer

When dividing hexadecimal numbers, we follow a similar process as dividing decimal numbers - making sure each digit of the divisor is multiplied by the appropriate power of 16 based on its position. In this case, we want to divide 11ebb63d_1ba3_295b_b851_eb09e6a199c9 by TB8475_11.

First, we need to make sure they are both represented in the same base. Since TB8475_11 is in base 16, we need to convert the other number to base 16 as well:

11ebb63d_1ba3_295b_b851_eb09e6a199c9 = 11ebb63d1ba3295bb851eb09e6a199c9

Now we can perform the division in the same way we would with decimal numbers:

10800664808668658395       
   ________________________     
TB8475_11 | 11ebb63d1ba3295bb851eb09e6a199c9     
         - b47de00862d8c458529     
         _________________     
           6474b25fd20e01a29d     
           5e5ff5e5d5b5e5b5       
           ________________       
              881465d64fbd45       
              7b919a9ac9c09     
              ____________       
                   6c56f8dd       
                   619249070       
                   ________       
                    9b2f2aa

Therefore, our quotient is 10800664808668658395 and our remainder is 9b2f2aa. To represent the remainder in the original base, we can convert it back to hex:

9b2f2aa = 1ba3

So our final answer is:

Answer: A 
 Our quotient is 10800664808668658395 and our remainder is 1ba3 (in base 16).

Divide. -A)