Using Boolean algebra simplify the statement ¬(š ā š ) ā (¬š)
Using Boolean algebra let us simplify the statement:
¬(šāš )ā(¬š)=¬(¬(šāš ))āØ(¬š)=(šāš )āØ(¬š)=(¬šāØš )āØ(¬š)=(sāØĀ¬š)āØ(¬š)=sāØ(¬šāØĀ¬š)=sāØĀ¬š=¬šāØs=šāš .¬(š ā š ) ā (¬š) =¬(¬(š ā š ))\lor (¬š) =(š ā š )\lor (¬š) =(¬š\lor š )\lor (¬š) = (s\lor ¬š)\lor (¬š) =s\lor( ¬š\lor ¬š) =s\lor ¬š=¬š\lor s=š ā š .¬(rās)ā(¬r)=¬(¬(rās))āØ(¬r)=(rās)āØ(¬r)=(¬rāØs)āØ(¬r)=(sāØĀ¬r)āØ(¬r)=sāØ(¬rāØĀ¬r)=sāØĀ¬r=¬rāØs=rās.
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