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Task 1 : K - Maps optimisation with sum or products and product of sums [ 2 0 ] Karnaugh - Maps are useful for
Task : KMaps optimisation with sum or products and product of sums
Karnaugh Maps are useful for finding minimal implementation of Boolean expressions with only a few variables. However, they can be a bit tricky when "don't cares" X are involved. By the Kmaps below, perform the following tasks:
a Identify the minimal sum of products MSP expression. Show your groupings.
b Identify the minimal product of sum MPS expressions. Show your groupings.
c Are your solutions unique? If not, list and show the other minimal expressions.
d Is the MSP equivalent to the MPS
tableX
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