11. An Inquirky gate has two inputs (X and Y); the output is 0 except when...
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11. An Inquirky gate has two inputs (X and Y); the output is 0 except when X=0 and Y=1. D Realize the function F = BC + AC using a minimum number of inquirky gates only. Note: Only A, B, C and 0 and 1 may be used as gate inputs (ie, no inverted inputs). = 12. Find a minimum network to realize F ABCD+ACD+CDAB+ CABD using only 2-input NOR gates. Only A, B, C and D are available and not their complements. 13. Find a minimum network to realize Y-FEAB+FEC +EDF + GH using only 2-input NAND gates. 11. An Inquirky gate has two inputs (X and Y); the output is 0 except when X=0 and Y=1. D Realize the function F = BC + AC using a minimum number of inquirky gates only. Note: Only A, B, C and 0 and 1 may be used as gate inputs (ie, no inverted inputs). = 12. Find a minimum network to realize F ABCD+ACD+CDAB+ CABD using only 2-input NOR gates. Only A, B, C and D are available and not their complements. 13. Find a minimum network to realize Y-FEAB+FEC +EDF + GH using only 2-input NAND gates.
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Related Book For
Logic And Computer Design Fundamentals
ISBN: 9780133760637
5th Edition
Authors: M. Morris Mano, Charles Kime, Tom Martin
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