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The functions g(b, c, d) and h(b, c, d) are defined as: g = (b+ c+ d')' + (b' + c' + d') · (b' . c' · d') h = (8 . ' · d')' · (8' + d' + d) + (b' + c' + d)'. Where (b, c , d) are Boolean variables and b' means the complement of b. Give every set of values for the variables, (b, c, d), for which the functions g and h have different output values.

The functions g(b, c, d) and h(b, c, d) are defined as: g = (b+ c+ d')' + (b' + c' + d') · (b' . c' · d') h = (8 . ' · d')' · (8' + d' + d) + (b' + c' + d)'. Where (b, c , d) are Boolean variables and b' means the complement of b. Give every set of values for the variables, (b, c, d), for which the functions g and h have different output values.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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The functions g(b, c, d) and h(b, c, d) are defined as: g = (b+ c+ d')' + (b' + c' + d') · (b' -c' · d') h = (b' - d' . d')' · (b' + c' + d) + (b' + d'+ d)'. Where (b, c , d) are Boolean variables and b' means the complement of b. Give every set of values for the variables, (b, c, d), for which the functions g and h have different output values.
Transcribed Image Text:The functions g(b, c, d) and h(b, c, d) are defined as: g = (b+ c+ d')' + (b' + c' + d') · (b' -c' · d') h = (b' - d' . d')' · (b' + c' + d) + (b' + d'+ d)'. Where (b, c , d) are Boolean variables and b' means the complement of b. Give every set of values for the variables, (b, c, d), for which the functions g and h have different output values.
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