DE2 practice source 2-4
2016-08-23
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Part IV
In part II we discussed the conversion of binary numbers into decimal digits. It is sometimes useful to build
circuits that use this method of representing decimal numbers, in which each decimal digit is represented using
four bits. This scheme is known as the binary coded decimal (BCD) representation. As an example, the decimal
value 59 is encoded in BCD form as 0101 1001.
You are to design a circuit that adds two BCD digits. The inputs to the circuit are BCD numbers A and B,
plus a carry-in, cin. The output should be a two-digit BCD sum S1S0. Note that the largest sum that needs to be
handled by this circuit is S
In part II we discussed the conversion of binary numbers into decimal digits. It is sometimes useful to build
circuits that use this method of representing decimal numbers, in which each decimal digit is represented using
four bits. This scheme is known as the binary coded decimal (BCD) representation. As an example, the decimal
value 59 is encoded in BCD form as 0101 1001.
You are to design a circuit that adds two BCD digits. The inputs to the circuit are BCD numbers A and B,
plus a carry-in, cin. The output should be a two-digit BCD sum S1S0. Note that the largest sum that needs to be
handled by this circuit is S
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