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**Consider a 4 input, 1 output digital system (W,X,Y,Z, and f respectively) . Design a POS circuit with any number of inputs such that f(W,X,Y,Z) = M(0,2,4,9,13) + D(6,14). First fill in the Truth Table, then find the minimum product of sums equation using a karnaugh map, and finally draw a schematic of a minimized circuit implementing the logic using NOR Gates.**

My Answer:

**(y + z + \(\displaystyle \bar{w}\))(\(\displaystyle \bar{z}\) + w)(\(\displaystyle \bar{y}\) + \(\displaystyle \bar{w}\))**