(Combinational Logic Design) In this chapter, we’ve examined the BCD increment-by-1 function (see Figure 2.32). Now consider a binary increment-by-1 function defined over the 4-bit binary numbers 0000 through 1111.
(a) Fill in the truth table for the function.
(b) Fill in the four 4-variable K-maps, and find the minimized sum-of-products for each output function.
(c) Repeat the process for the minimized product-of-sums form. Which leads to the simpler implementation in terms of the number of literals?
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