Question

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Answer 1

Answer:

The answer is W+(X.Y)

Explanation:

In the given diagram, W and X, and W and Y passes through two different OR gate.

So, we get W+X and W+Y.

Then W+X and W+Y pass through a single AND gate which gives

F = (W+X).(W+Y)

So using inverse of associative law of boolean logic which states

that A + B.C = (A+B)(A+C), we get,

F = (W+X).(W+Y) = W+(X.Y)

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