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(Subtraction Logic) The truth table for a 1-bit combinational binary subtractor, analogous to the half adder, computing D(ifference) = A minus B, with BL (borrow-from-left), is
(a) Design a 1-bit combinational binary subtractor, comparable to the full adder, with two data inputs (A, B), a borrow from the right input (BI), a borrow request to the left output (BL), and a difference output (D).
(b) Show how your design can be cascaded to form multi-bit subtractors.
(c) Does the subtractor work correctly for negative two com-plement numbers?
(d) How is a subtraction under/low condition indicated?
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How can you apply this to your project?
UDP and TCP use 1's complement for their checksums. Suppose you have the following three 8-bit words: 11010101, 01111000, 10001010. What is the 1's complement of the sum of these words?
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