(a) Use Shannon's expansion theorem around a for the function

Y = ab'cd'e + a'bc'd'e + b'c'e + abcde

so that it can be implemented using 4-variable functions.
(b) Use the expanded function to show how Y can be implemented using one Figure 6-3 logic block. Mark (highlight) the input signals and the activated paths on a copy of Figure 6-3.
(c) Give the contents of the three LUTs.

Figure 6-3

Transcribed Image Text:

D CE FF X, X Function X |X | Xgenerator X. 'out Z Function LUT4 | X4 generator LUT3 QY | D FF CE | Y2Y Function Y generator | Ys Y LUT4 Y4 = Programmable MUX