2. (10) Simplify using Boolean algebra. Clearly show your work by writing the number and letter of the theorem you are u

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2. (10) Simplify using Boolean algebra. Clearly show your work by writing the number and letter of the theorem you are u

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2. (10) Simplify using Boolean algebra. Clearly show your work by writing the number and letter of the theorem you are using for each step. F = (a + c). (be)' + a +b.(b + c)'

3. (6) Draw the minimal NAND-AND implementation of the following function. Assume both normal and complemented inputs are available. F(A,B,C) = {(2,3,4,6)
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