**Simplify (a’ * b’ * c) + (a * b’ * c) + (a * b’ * c’)**

The Answer to the Question
is below this banner.

Can't find a solution anywhere?

NEED A FAST ANSWER TO ANY QUESTION OR ASSIGNMENT?

You will get a detailed answer to your question or assignment in the shortest time possible.

Here's the Solution to this Question

$\left(\neg \:A\wedge \neg \:B\wedge \:C\right)+\left(A\wedge \neg \:B\wedge \:C\right)+\left(A\wedge \neg \:B\wedge \neg \:C\right)=\left(\neg \:B\wedge \:C\wedge \:A\right)\vee \left(\neg \:B\wedge \:C\wedge \neg \:A\right)\vee \left(A\wedge \neg \:B\wedge \neg \:C\right)=\left(\neg \:B\wedge \:C\wedge \:A\right)\vee \left(\neg \:B\wedge \:C\wedge \neg \:A\right)\vee \left(A\wedge \neg \:B\wedge \neg \:C\right)=\left(\left(\neg \:B\wedge \:C\right)\vee \:A\right)\wedge \left(\left(\neg \:B\wedge \:C\right)\vee \neg \:B\right)\wedge \left(\left(\neg \:B\wedge \:C\right)\vee \neg \:C\right)=\left(\left(\neg \:B\wedge \:C\right)\vee \:A\right)\wedge \left(\neg \:B\vee \left(\neg \:B\wedge \:C\right)\right)\wedge \left(\left(\neg \:B\wedge \:C\right)\vee \neg \:C\right)=\left(\left(\neg \:B\wedge \:C\right)\vee \:A\right)\wedge \left(\neg \:B\vee \left(\neg \:B\wedge \:C\right)\right)\wedge \left(\left(\neg \:B\wedge \:C\right)\vee \neg \:C\right)=\left(A\vee \left(\neg \:B\wedge \:C\right)\right)\wedge \neg \:B\wedge \left(\left(\neg \:B\wedge \:C\right)\vee \neg \:C\right)=\left(A\vee \left(\neg \:B\wedge \:C\right)\right)\wedge \neg \:B\wedge \left(\left(\neg \:B\wedge \:C\right)\vee \neg \:C\right)=\left(A\vee \neg \:B\right)\wedge \left(A\vee \:C\right)\wedge \neg \:B\wedge \left(\left(\neg \:B\wedge \:C\right)\vee \neg \:C\right)=\left(A\vee \neg \:B\right)\wedge \left(A\vee \:C\right)\wedge \neg \:B\wedge \left(\left(\neg \:B\wedge \:C\right)\vee \neg \:C\right)=\left(A\vee \neg \:B\right)\wedge \left(A\vee \:C\right)\wedge \neg \:B\wedge \left(\left(\neg \:B\wedge \:C\right)\vee \neg \:C\right)=\neg \:B\wedge \left(A\vee \:C\right)\wedge \left(\neg \:C\vee \left(\neg \:B\wedge \:C\right)\right)=\neg \:B\wedge \left(A\vee \:C\right)\wedge \left(\left(\neg \:C\vee \neg \:B\right)\wedge \left(\neg \:C\vee \:C\right)\right)=\neg \:B\wedge \left(A\vee \:C\right)\wedge \left(\left(\neg \:C\vee \neg \:B\right)\wedge \left(\neg \:C\vee \:C\right)\right)=\neg \:B\wedge \left(A\vee \:C\right)\wedge \left(\neg \:C\vee \neg \:B\right)=\neg \:B\wedge \left(\neg \:B\vee \neg \:C\right)\wedge \left(A\vee \:C\right)=\neg \:B\wedge \left(A\vee \:C\right)$

**Simplify (a’ * b’ * c) + (a * b’ * c) + (a * b’ * c’)**

Here's the Solution to this Question

Related Answers

Was this answer helpful?

Join our Community to stay in the know

Question ID: mtid-5-stid-8-sqid-3705-qpid-2404