How to Further Simplify the Expression (A + A*B)?

AI Thread Summary
The expression (xy’+z)’.((xz)’+y’) can be simplified further. The initial simplification yields x’ + x’z’ + x’y’ + yz’x’ + yz’ + z’. The discussion focuses on the potential to simplify the expression A + A*B, which can be reduced to A. The key takeaway is that the expression can indeed be simplified, emphasizing the importance of recognizing common factors. Further simplification techniques could enhance clarity and efficiency in the expression.
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Homework Statement


(xy’+z)’.((xz)’+y')


The Attempt at a Solution


(xy’+z)’.((xz)’+y’)
=(x'+yz’).(x’+z’+y’)
=x’x’ + x’z’ + x’y’ + yz’x’ + yz’z’ + yz’y’
=x’ + x’z’ + x’y’ + yz’x’ + yz’ + z’

Can it be further siplify?
 
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Yes it can.

How can you simplify A + A*B?
 

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