(x+y) ( x+y')( x'+z) = xz
solve boolen expression
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Answer:
Begin with deMorgan's negation
XY+(XZ)′+XY′Z=XY+(X′+Z′)+XY′Z
From there use distribution and complementation until you can't use it any more.
That is: A+A′B=(A+A′)(A+B)=A+B
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