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Find an alternative sum-of-products form for x y and z that

(Regular Logic Implementation Methods) Given the three functions X, Y, and Z, defined by

(a) Find the minimum sum-of-products form for each of these functions. How many unique product terms are there in your answer?

(b) Find an alternative sum-of-products form for X, Y, and Z that minimizes the number of unique product terms to implement all three functions simultaneously. How many unique product terms do you find in this implementation?

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Basic Computer Science: Find an alternative sum-of-products form for x y and z that

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