Question

1. What is the decimal expansion of the number with hexadecimal expansion (2AC)? Answer the integer....

1. What is the decimal expansion of the number with hexadecimal expansion (2AC)? Answer the integer.

2. Convert the binary expansion 10011000011 to hexadecimal expansion.

Homework Answers

Answer #1

Part 1 :
2AC:

In decimal = C* 160 + A*161 +2*162
  = 12* 160 + 10*161 +2*162 [ As C=12 and A=10 ]
=12*1 +10*16+2*256
=684

Therefore, 2AC in decimal = 684

Part 2:

10011000011
Split it into parts such that eah part contains 4 bits.
100 1100 0011 [ As first contains only 3 bits so we can append 1 bit as 0 so its valuse will remain the same and we will have four bits as well]
100 1100 0011 = 0100 1100 0011
Now convert each four bits into hexadecimal [ i.e.  0011 = 3, 1100 =12 =C and 0100 =4 ]
Therefore, in hexadecimal = 4C3

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