Minterms(SOP) & Maxterms(POS) | Boolean Algebra 

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You've taught me a subject in 8 minutes that my professor couldn't teach us in 2 days. Amazing work man! Thank you much! I have a test tomorrow and this finally made clear sense

01:05 The canonical form of Boolean expressions consists of min terms and max terms. 02:10 Minterms and maxterms are used to represent boolean algebra expressions 03:15 Minterms and maxterms are used to represent boolean expressions in a standard form 04:20 Minterms and Maxterms in Boolean Algebra 05:25 The Boolean function can be represented in minterms form 06:30 Converting boolean expressions to max term form 07:35 0 is equal to the respective variable, A or 0 equals A 08:40 Representation of minterms and maxterms in Boolean Algebra

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Thank you so much! I was having trouble understanding exactly what the minterms was all about. This video was my "AHA!" moment where everything clicked. Thanks again!

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Your way of teaching is excellent.thank you. I have one doubt For logic zero(x) why min term represented as xbar and max term represented as x.

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You do last sum first answer symbol is summation and what to pronounce last sum answer is it pie?

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Hello,thank you for the video.I don’t understand at 6:58 ,kindly explain how you did it

I dont get 6:45 help pls. How distributive law works?

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Can you help me to convert the below POS expression into Standard POS expression (A+B). (A+B+C) = ?

Sir at 6:45 how you apply distributive law?

Thank you so much

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M7 for the product of sum should have an overbar over the Z, in case anyone is wondering. Nice teaching tho

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Can u plz make a video on 1's and 2's complement too.???

You just missed Maxterm M7 value,I guess. It's supposed to be x'+y'+z' .

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One point you missed in this video is Minterms are represented with 'm' & maxterms are represented with 'M'

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your last term M7 (maxterm) should have overbar on all X, Y and Z

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Think you have a mistake at 1:31 - the maxterm of M6 and M7 are the same shouldn't M7 be x'+y'+z'

Hi, if i want to convert a into a minterm. Can i write a(bc+(bc)') since (bc+(bc)') = 1? Thanks!

tqsm bro

I think your videos are focusing on telling how the thing is done but not why the thing is done, i mean why we are doing minterms & maxterms what the objective or whats the problem so we need minterms & maxterms. I have not gone thorough the subsequent videos in your playlist you may have tied up the concepts all together at the end but still why & how should go together.

Good job

Why don't youtube channels including simple snippets fking link the videos they say you should/need to watch before watching the current video?

thanks for the tutorial!! this helps me a lot! Can u pls solve this eq pls: (AB'+AB'C+AC)(A'C'+B')

Thanks a lot bro... u helped me out... is there anyway i can support ur channel?