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Problem 8. Using K-map, simplify the following Boolean algebraic expressions using Sum-of-Products: (i) $A^{?} B^{?} C^{?} + AB C^{?} + ABC + A^{?} BC C^{?} + A^{?} B^{?} C$ (Terms 3, 4, and 5 are Don't Care) (ii) $ABC + AB^{?} C^{?} + ABC$ ' $+ AB^{?} C$ (Terms 3 and 4 are Don't Care) (iii) $ABCD + A^{?} B^{?} C^{?} D + A$ 'BCD $+ AB B^{?} CD + A^{?} B^{?} CD + ABCD$ ' (Terms 4,5, and 6 are Don't Care)

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Problem 8. Using K-map, simplify the following Boolean algebraic expressions using Sum-of-Products: (i)

A^{?} B^{?} C^{?} + AB C^{?} + ABC + A^{?} BC C^{?} + A^{?} B^{?} C

(Terms 3, 4, and 5 are Don't Care) (ii)

ABC + AB^{?} C^{?} + ABC

'

+ AB^{?} C

(Terms 3 and 4 are Don't Care) (iii)

ABCD + A^{?} B^{?} C^{?} D + A

'BCD

+ AB B^{?} CD + A^{?} B^{?} CD + ABCD

' (Terms 4,5, and 6 are Don't Care)

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