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expression xy'z+x'y'z convert simplified Boolean form?
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If expression xy'z+x'y'z convert simplified Boolean form?









Simplified Boolean Form of the Expression
To convert the given expression xy'z+x'y'z into a simplified Boolean form, we need to apply basic Boolean algebra rules such as distribution, absorption, and simplification.

Step 1: Factor out common terms
Given expression: xy'z + x'y'z
= y'z(x + x')
= y'z

Step 2: Simplify the expression
The simplified Boolean form of the expression xy'z + x'y'z is y'z. This is the simplified form obtained by factoring out the common term y'z and simplifying the expression.
Therefore, the simplified Boolean form of the given expression is y'z. This is the most simplified form that represents the given Boolean expression in a concise manner.
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If expression xy'z+x'y'z convert simplified Boolean form?
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