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QUESTION
Consider the function f = b.(a.d + c.d') + a'.b'.c'. (a) (15 point) How to implement f using the fewest 2-input LUTs?
Consider the function f = b.(a.d + c.d') + a'.b'.c'. (a) (15 point) How to implement f using the fewest 2-input LUTs? Hints: You may transform f by Boolean algebra into a form which can be implemented using fewer 2-input LUTs. (b) (15 points) How to implement f using the fewest 3-input LUTs?
