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The (r-1)’s complement of the base-6 number is called 5’s complement.

  1. Determining the procedure for obtaining the 5’s complement of the base 6 numbers.
  2. Obtain the 5’s complement of the $(543210) _6$.
  3. Design a 3-bit code to represent each of the 6 digits of the base-6 number. Make the binary code self-complementing so that 5’s complement can be obtained by changing 1’s to 0’s and 0’s to 1’s in the bits of the coded number.
in Digital Logic by Boss (10.8k points) | 12 views

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