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

- Determining the procedure for obtaining the 5’s complement of the base 6 numbers.
- Obtain the 5’s complement of the $(543210) _6$.
- 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.

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