Posted: January 7th, 2022

Use predicates (i) through (iv) to answer the following questions.

i. f = abc + abc

ii. f = abcd + abcd

iii. f = ab + abc + abc

iv. f = acd + cd + bcd

(a) Draw the Karnaugh maps for f and f.

(b) Find the nonredundant prime implicant representation for f and

f.

(c) Give a test set that satisfies Implicant Coverage (IC) for f.

(d) Give a test set that satisfies Multiple Unique True Points

(MUTP) for f.

(e) Give a test set that satisfies Corresponding Unique True Point

and Near False Point Pair Coverage (CUTPNFP) for f.

(f) Give a test set that satisfies Multiple Near False Points (MNFP)

for f.

(g) Give a test set that is guaranteed to detect all faults in Figure

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