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Problems 1-6 are from Chapter 2 of textbook (pages 81-83).
Due Tuesday, Feb 6 at 2:00 PM. Please submit on paper or by email.
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2-1(b) [5 points]
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2-6(b) [20 points]
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2-11(a, d, e) [25 points]
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2-13(a) [5 points] Note that it says to draw
the exact equation
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Code function E of problem 2-11(d) in
structural Verilog [8 points]
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Code the function of problem 2-13(a) in
dataflow Verilog [7 points]
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Prove or disprove the following statement [30
points]:
"Given an arbitrary Boolean sum-of-products expression f, it
is always possible to implement it using only XOR and XNOR gates."
HINT:
 | It is sufficient to consider only the NAND function for f to
prove or disprove the above statement, since we know from class that any
sum-of-products expression can be built using only NAND gates. |
 | There are several possible ways to answer this question. By far
the easiest is to think in terms of parity. |
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