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Create an all-AND and an all-OR representations for the simplified Boolean expression in Example 6.3.Given that AND and OR gates are available on ICs in groups of four per IC and inverters are available on ICs in groups of six per IC, how many ICs would be required to implement the original and each of the two alternative representations?
Example 6.3
Simplify the following expression using Boolean laws and identities:
First, we can rewrite this equation using the associative law and the fundamental law that Z · 1 = Z:
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