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❤🙏
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)
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
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: ua-cam.com/video/YmKmS9bpMqM/v-deo.htmlsi=gmAomYZdCaSvIHZL
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.
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.
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 👍👍👍
Here from IITG , this channel is literally a gem❤
Thanks alot sir, you have really saved me, to be honest you are better than our professor. you deserve a big thumb
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❤🙏
One should always be proud of their work. I bow to you with great reverence
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
at last pi (2 , 5 , 6 , 10 , 12 ,13 , 14 , 15)
Best explanation !!! I have ever seen
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👍👍
Excellent as usual
Love ur videos 👌🏻👌🏻
Best teacher
Thankyou, sir 😊😊 it is really helpful video aase he video banete raheye.
Loved the explanation
Your understanding and explanation is to good sir 🫡
Easy way to understand
Much Appreciated Sir
well explained sir❤️❤️
hi can you please show how to convert non canonical sop to minimum sop form?
great lecture thanks!!
Thank you so much sir!!!❤️
It' become so easy to solve now and it's only because of you✨..
Brilliant.
Thank you!
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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
@@tcv_sacred734 same
What was the solution for F3-- The do it yourself example.
Nice sir
how can we just remove terms like that
Hi, would you please mention the timestamp where you are refering to in the video?
F= sigma 1,5,8,9,10,11,13
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: ua-cam.com/video/YmKmS9bpMqM/v-deo.htmlsi=gmAomYZdCaSvIHZL
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.
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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.
you can find the m1 and m... by a easy method
100th like 🥳
Are non-canonical form and standard form same thing?
Yes
👍
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.
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)???
The shortcut method is not easy to grasp imo. The standard method is better
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