Solve Complex LUT Question - Get Help Here

[keroppi]

Hi I am trying to solve a LUT question.

x2 x3' x6 + x2 x3 x4' x5 + x3' + x1 x2 x3 x4 x5 + x1' x4...

im having a real hard time simplfying this function however. What i have tried doing is factoring out the x3' factor to reduce one of the terms, however, the rest, I am not sure how to simplify. thanks for the help!

 

[berkeman]

Have you tried using a K-map?

 

[piercas]

Hi there, solving complex LUT questions can be challenging. It seems like you are on the right track by trying to factor out the x3' term. To simplify the remaining terms, you can try using Boolean algebra rules such as distributive property, De Morgan's laws, and complement laws. Additionally, you can try using a Karnaugh map to visually see the simplification process. If you are still having trouble, I would suggest seeking help from a colleague or a tutor who is experienced in solving LUT questions. Keep persevering and good luck!