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To obtain the weighted binary code for base 12 digits using weights of 5, 4, 2, and 1, we first convert each base 12 digit (0-11) to its corresponding binary representation using the specified weights. For example, the base 12 digit '0' would be represented as '0000', while '1' would be '0001' (50 + 40 + 20 + 11), '2' would be '0010', and so forth. Each digit is then calculated using the sum of the weights based on the binary position. Following this method, the weighted binary codes for the base 12 digits are as follows: 0=0000, 1=0001, 2=0010, 3=0011, 4=0100, 5=0101, 6=0110, 7=0111, 8=1000, 9=1001, 10=1010, 11=1011.

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Related Questions

What the weighted binary code for the base-12 digits using weights of 5421?

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