SOP and POS Form : Non Canonical to Canonical Form Conversion of Boolean Expression
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- Опубликовано: 30 июл 2024
- In this video, the Conversion of Boolean Expression from Non-Canonical to Canonical form is explained with solved examples.
Timestamps:
0:00 Introduction
0:37 Sum of Product Form: Non-Canonical to Canonical Form Conversion
3:00 Example 1
5:45 Example 2
7:43 Shortcut method for Non-Canonical SOP to Canonical form Conversion
9:52 Product of Sum Form: Non-Canonical to Canonical Form Conversion
12:35 Shortcut method for Non-Canonical POS to Canonical form Conversion
14:17 Example 3
Digital Electronics (Playlist):
• Digital Electronics
SOP and POS Form: Minterms and Maxterms
• Boolean Function Repre...
This video will be helpful to all the students of science and engineering in understanding the conversion of Boolean expression from Non-Canonical to Canonical form.
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Timestamps:
0:00 Introduction
0:37 Sum of Product Form: Non-Canonical to Canonical Form Conversion
3:00 Example 1
5:45 Example 2
7:43 Shortcut method for Non-Canonical SOP to Canonical form Conversion
9:52 Product of Sum Form: Non-Canonical to Canonical Form Conversion
12:35 Shortcut method for Non-Canonical POS to Canonical form Conversion
14:17 Example 3
You discuss all the topics in detail ,please upload remaining videos on digital electronics . I think the channel " All about electronics " and " neso academy " are the best channel in youtube for digital electronics. THANKS 👍👍👍
Thanks so much! I really appreciate the excellent work and effort you put in. I was struggling with these concepts but all your videos are saving me. Many blessings your way❤🙏
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Best explanation !!! I have ever seen
Brilliant.
Thank you!
Excellent as usual
great lecture thanks!!
Loved the explanation
Thankyou, sir 😊😊 it is really helpful video aase he video banete raheye.
Love ur videos 👌🏻👌🏻
Easy way to understand
Thank you so much sir!!!❤️
It' become so easy to solve now and it's only because of you✨..
Much Appreciated Sir
Best teacher
well explained sir❤️❤️
at last pi (2 , 5 , 6 , 10 , 12 ,13 , 14 , 15)
9:51 , Answer is
Canonical SOP form = Sigma ( 1,5,8,9,10,11,13 )
Canonical POS form = pi ( 0,2,3,4,6,7,12 ).
wrong answer
corroct is
Canonical SOP = Sigma(3,7,11,12,13,14,15) ===(7 terms)
Canonical POS = Pie(0,1,2,4,5,6,7,8,9,10) ===(9 terms) ===(7+9==16 term it should be total 16 terms bcz of 1111)
correct ans but in POS form add 14 and 15 also
hi can you please show how to convert non canonical sop to minimum sop form?
What was the solution for F3-- The do it yourself example.
Brilliant sir
Nice sir
Is there a mistake at 11:48? Isn't it A'CB' = m5, not m6?
nevermind, i mixed up the order of C and B'. m6 is correct
at around 5:20, how does he get the minterm numbers of m7, m5, m4, m6, m3?
m7 = ABC, meaning that both A, B and C are 1. (ABC = 111, in decimal that is 7)
Likewise, AB'C = 101, meaning that, the output is 1 when A = 1, B = 0 and C = 1 (101 in decimal is 5). So, it is minterm m5.
For more information, check the earlier video on SOP and POS form.
Here is the link: ruclips.net/video/YmKmS9bpMqM/видео.htmlsi=gmAomYZdCaSvIHZL
love from bangladesh
🙌🙌👍👍
how can we just remove terms like that
Hi, would you please mention the timestamp where you are refering to in the video?
Are non-canonical form and standard form same thing?
Yes
F= sigma 1,5,8,9,10,11,13
I am getting answer for last question as:-
pie 2,5,6,10,12,13,14,15
sigma 0,1,3,4,7,8,9,11
All are getting different @ABOUT ELECTRONICS please provide correct answer
Same
Yes, That's correct answer.
Correct answer👍👍
11:45 why is it written in the form (A’+C+B) and not (A’+B+C). Is (A’+C+B) considered canonical even though C is written before B?
Both are same. You can write either way.
you can find the m1 and m... by a easy method
👍
MISTAKE = 11:55 , it should be M5
For Maxterms, the assignment is different than minterms. For example, (A + B + C) corresponds to M0, while (A' + B' + C') corresponds to M7. Therefore, here this (A + B + C') corresponds to M0. And likewise you can find the remaining corresponding Maxterms.
9:51 --- The answer is F = SIGMA(3,7,11,12,13,14,15) and F = Pi(0,1,2,4,5,6,8,9,10)???
12:00 the pos form answer is 0,1,4,5 but u have written 0,1,4,6
For Maxterms, the assignment is different than minterms. For example, (A + B + C) corresponds to M0, while (A' + B' + C') corresponds to M7. Therefore, here this (A + B + C') corresponds to M0. While, A' + C + B' = A' + B' +C corresponds to M6. I hope, it will clear your doubt.
100th like 🥳
3:48
First you should also explain what is canonical and non canonical clearly
please look at the previous video, the video before this.
I can barely understand what you're saying, sorry
Don't know English? Fairs
Your understanding and explanation is to good sir 🫡