aaaaaaaaaaah thank you so much aahhh i dont know how to thank you but i reallllllly appreciate, i have been searching the whole of youtube and your video is the only oneee ahhh
Hi Roddy, one useful method is to convert the truth table into a Karnaugh Map, from which the necessary logic gates can be derived. We don't have any videos on Karnaugh Maps unfortunately but I am sure there will be others that do, and we might look to add this in the future.
@@cricknight1946Idk whAt a karnaigh nap is but u can make an and gate for each true input all connected to 1 or gate and go case by case but that’s doesn’t give simplified curcuits if u have xy q 00 1 01 1 10 0 11 1 you can make 3 and gates (bc u have 3 cases wheb q is 1) connected to an or gate not x and not y go into first and gate not x and y go into second and gate x and y go into the last and gate tgen theis circus representing the trith of the truth table
It works for all. So for example, if you had 4 inputs, there would be 2^4 = 16 possible combinations, and you can still use the half and half rule to generate all combinations. So in this example it would be 8 1's and 8 0's for the first column, followed by groups of 4 for the next column, groups of 2 and then groups of 1.
Hello, I know this is a late comment, but if you see this, could you please tell me how you proceed for a 4th input? 'Cause based on the rule of halves, the D input column cannot be divided by halves, since there is no group of 0 and 1 anymore. How do we proceed then? Thanks in advance, you already helped tremendously!
If you had 4 inputs, there would be 2^4 = 16 possible combinations, and you can still use the half and half rule to generate all combinations. So in this example it would be 8 1's and 8 0's for the first column, followed by groups of 4 for the next column, groups of 2 and then groups of 1.
First and foremost, thank you very much! You managed to do in 9 mins what my textbook failed to do throughout the entire chapter. #LifeSaver Part 1 of this topic (for those interested): th-cam.com/video/_8y1djsjCJs/w-d-xo.html
THANK YOU. WORDS CANNOT DESCRIBE HOW RELIEVED I AM
Has a better understanding after watching, got a test tomorrow
Good luck!
damn i really learned a 2 hour lecture in under 10 minutes. thank you so much
Many thanks for expounding on the basics of constructing truth tables. Excellent job!
The only video that I find useful, Phenomenal video to watch before Examination
Hope the exam went well
@@EngineersAcademyLTD Well, your video really helped the tracing of the truth table but drawing a circuit *sigh*
This is so wonderfully explained. Kudos to the amazing job
Thank you sir, I have a test on this topic tomorrow and you explained it better than my teacher
This was an amaizing video for logic gate truth tables, thank you!
Brilliant explanation, thank you so much for the clarity in which you present this information.
Got an exam tomorrow and this has made it all clear thank you
Perfect! Exactly what I was looking for. Thank you so much!
This is amazing! i had a test and did not understand anything about this topic thank you so much!
thanks so much for this video, the intermediate really helped me understand the process. really great teaching.
Thank you very much. This was a great help. I jave exams tomorrow and i know i will get the truth table correctly cuz of this. Thanks again 😊
Well explained. Thank you.
Thanks for this clear and easy-to-follow explanations.
i swear this relieved me so much i understand so much better
aaaaaaaaaaah thank you so much aahhh i dont know how to thank you but i reallllllly appreciate, i have been searching the whole of youtube and your video is the only oneee ahhh
Well explained and it was really clear to me and also it helps for my exam paper. THANK U SO MUCH 🙏☺️
have a test tmrw omfg you saved my life
hope the test goes well!
ilyyyy big up mate this really solved a whole ton of issues
i was completely dumbfounded before i found this video! thank you sm
There is a language barrier between my professor and the students, so he couldn't explain this well when I asked. Thank you for the help.
Thanks a world for your video! It helped master the topic.
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Thats magical explanation
Thank you so much. This is extremely helpful.
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This video is very concise and not too long, you really helped me with this one😁
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Best Video. Well Explained .THANK_YOU
Hopefully, this one helps me for my CSC 241 class🤦🏽♂️🤦🏽♂️
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Very very thank you sir for your explanation
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Thank you,so easy to understand
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Best ever. Much helpful
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Thanks..you sir 😢 atleast now i know how to draw truth table
Thanks alot man 🙏😊
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ow my god. this is so helpful
Thank you I understand now. :3
THIS IS MAKING SENSE
That's really cool
Thank you🎉
Great video!!
Omg! I finally get it
Excellent video. What's the best way to interpret a truth table into a logic diagram?
Hi Roddy, one useful method is to convert the truth table into a Karnaugh Map, from which the necessary logic gates can be derived. We don't have any videos on Karnaugh Maps unfortunately but I am sure there will be others that do, and we might look to add this in the future.
@@EngineersAcademyLTD How do you draw these circuits, Nevermind though because my exam in 40 min lol
Hope it went well
@@cricknight1946Idk whAt a karnaigh nap is but u can make an and gate for each true input all connected to 1 or gate and go case by case but that’s doesn’t give simplified curcuits
if u have
xy q
00 1
01 1
10 0
11 1
you can make 3 and gates (bc u have 3 cases wheb q is 1) connected to an or gate
not x and not y go into first and gate
not x and y go into second and gate
x and y go into the last and gate
tgen theis circus representing the trith of the truth table
Thank you so much
excellent
Thank you so much!!
Very useful
Nice 👍
Analyzed well🖐
Does the half rule works for any type ? Or just for 8 combinations
It works for all. So for example, if you had 4 inputs, there would be 2^4 = 16 possible combinations, and you can still use the half and half rule to generate all combinations. So in this example it would be 8 1's and 8 0's for the first column, followed by groups of 4 for the next column, groups of 2 and then groups of 1.
@@EngineersAcademyLTD tqvm, it helpd for my automation test
Great - glad it helped.
Thank you.
Thanks ❤
what do you do for 4 inputs
4 inputs means 2^4 = 16 possible combinations
Hello sir, when youre using 2 to the power of N, where are you getting the 2 from? is that the number of logic gates times the number of inputs?
2 is the number of possible states (true or false, 1 or 0, etc.) that each input has, and N is the number of inputs.
Nice explaination
THANK GOD
thank you
thanks man
Hello, I know this is a late comment, but if you see this, could you please tell me how you proceed for a 4th input? 'Cause based on the rule of halves, the D input column cannot be divided by halves, since there is no group of 0 and 1 anymore. How do we proceed then? Thanks in advance, you already helped tremendously!
If you had 4 inputs, there would be 2^4 = 16 possible combinations, and you can still use the half and half rule to generate all combinations. So in this example it would be 8 1's and 8 0's for the first column, followed by groups of 4 for the next column, groups of 2 and then groups of 1.
be of great help!
legend
First and foremost, thank you very much! You managed to do in 9 mins what my textbook failed to do throughout the entire chapter. #LifeSaver
Part 1 of this topic (for those interested): th-cam.com/video/_8y1djsjCJs/w-d-xo.html
Thank u
Very loud intro and very quiet speech, strained to hear
Love you
Ty
Thanks for saving my sorry ass
sorry very low bad audio interesting but?
🙏
2200th like!
Thank you so much!
thank you
thank you
thank you