LOGIC GATES, Truth tables, Boolean Algebra, AND, OR, NOT, NAND & NOR gates

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WTF!!!!! been struggling to understand logic gates😮and now I've spent 12 minutes to understand the whole thing..blessings boss...this is a masterpiece ❤

[@Unknown-98234]

1 HOUR LEACHER IN UNIVERSTY BUT ONLY UNDERSTAND IN 12 MINTS WHAT A GREAT WAY OF TEACHING WAY AND THANK U SO MUCH DEAR SIR Ji.............😃😃

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wow this is the video that should have millions of views. so simple to understand

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? this is a weird comment. Maybe you should find a simple video on how KZbin works.

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Your explanations are clear and simple, making it easy to understand these complex concepts. Thank you so much

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It is broken down in a simpler way to understand in just minutes 😮🎉

[@terencewright2223]

Great video. Crystal, clear, thank you very much. Terry Wright.

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Thank you soooo much for posting this video. It was so simple to understand and I got to know everything i needed to know. Thank you!

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I HAVE AN ENGINEERING EXAM IN AN HOUR AND THIS IS HELPING

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New to this topic, and after going through multiple videos for understanding, this one did it for me❤

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Underrated content bro !!! I like this explaition

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istg a whole chapter in mins loved itt

[@derrick3732]

I have been looking for someone who can simplify logic gates. This is the best.

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Couldn’t agree more

[@SunnatilloBuronov-x3h]

Thank you so much. It really helps me in my exam. Continue creating such kind of contents!

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this was very helpful. Thank you

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[@ADTWstudy]

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[@rajalaxmibehera8065]

Your lecture is so awesome.

[@SalmaHish-cq1tg]

thank uh so much imagine i was struggling to understand logic gate and now am perfect

[@DoYouHaveAName1]

Thank you, this is really helpful. Great explanation.

[@givenmasumba7244]

this is wonderful and very simplified.

[@nabikambanicholas6105]

Thanks alot tutor your work brings me much understanding about electronic

[@Camzeyy]

great video, only thing you could've added were the algebraic expression (equations), but im not gonna complain. this was short, sweet, and well explained. thanks

[@sandilsilva6576]

Wow very helpful thank you so much

[@bigmanhuncho280]

thanks, i finnaly understand and im ready for my exam tommorrow

[@Kharzyl]

THANK YOU!

[@nkshivaprasad4ever]

Thank you for the explanation😊

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Thank you very much, it is a very simple and understandable lecture 👍

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Amazing really understood it well.. 😊

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Super sir very useful and nice explained

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thanks your lecture are the best

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nature is lovely ❤

[@Ravi-xf9kj]

Simple and direct. Great video. Thanks😊

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Where is Boolean algebra?, I did not find what you mentioned in this video .

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Loved it thanks a lot.

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Thanks brother

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Wtf it's just in 12mins!

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Poda kazhuveri

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Just a quick 6-minute listen at 2x speed! ✨🤍

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Too good 💓

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Very helpful. TQ very much

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awesome lecture

[@mera6340]

so helpful thanks!!!!!

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nice so easy to understand🥰

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good explanation. very good

[@the_boy_from_nowhere14]

Thank you sir❤

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Thank you sir......

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Woow bigup sir

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Its awesome 😮😊

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Thank you sir👊🙏🏻

[@Sir.YeetusIII]

awesome video!

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Interested ❤

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Great!

[@rajalaxmibehera8065]

Sir how could we know the gate from the table. Please sir tell the answer.

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Great video

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[@muralidharmadegila]

Thanks🎉

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[@NAGM_CODE]

Veery Nice

[@p_naxe]

Thank you so much .... Actually can you help me with this question,,,,,,,,,,A finance company will grant a loan to applicants who have a bank account or are married house owners. a) Using the following codes: B=bank account H=house owner S=single L=loan Draw a truth table to determine those who qualify for a loan Please

[@ADTWstudy]

Sure, I'd be happy to help you create a truth table based on the given conditions. Here's the truth table that represents the qualification for a loan based on the given codes: | B | H | S | L | |---|---|---|---| | 0 | 0 | 0 | 0 | | 0 | 0 | 1 | 0 | | 0 | 1 | 0 | 1 | | 0 | 1 | 1 | 1 | | 1 | 0 | 0 | 1 | | 1 | 0 | 1 | 1 | | 1 | 1 | 0 | 1 | | 1 | 1 | 1 | 1 | In this table, 'B' represents having a bank account, 'H' represents being a house owner, 'S' represents being single, and 'L' represents qualifying for a loan. The table shows the combinations of these conditions and whether the applicant qualifies for a loan based on the given criteria. In the truth table, we have four columns labeled 'B', 'H', 'S', and 'L'. Here's what each column represents: - 'B': Represents whether the applicant has a bank account. It takes values 0 (no bank account) or 1 (has a bank account). - 'H': Represents whether the applicant is a house owner. It takes values 0 (not a house owner) or 1 (is a house owner). - 'S': Represents whether the applicant is single. It takes values 0 (not single) or 1 (single). - 'L': Represents whether the applicant qualifies for a loan. It takes values 0 (does not qualify) or 1 (qualifies). Now let's break down each row of the truth table: 1. The first row (0, 0, 0) represents an applicant who does not have a bank account, is not a house owner, and is not single. As per the given conditions, this applicant does not qualify for a loan (L = 0). 2. The second row (0, 0, 1) represents an applicant who does not have a bank account, is not a house owner, but is single. Since the applicant doesn't fulfill either of the qualifying conditions (bank account or married house owner), they do not qualify for a loan (L = 0). 3. The third row (0, 1, 0) represents an applicant who does not have a bank account, is a house owner, and is not single. This applicant qualifies for a loan (L = 1) based on being a house owner. 4. The fourth row (0, 1, 1) represents an applicant who does not have a bank account, is a house owner, and is single. This applicant also qualifies for a loan (L = 1) based on being a house owner. 5. The fifth row (1, 0, 0) represents an applicant who has a bank account, is not a house owner, and is not single. This applicant qualifies for a loan (L = 1) based on having a bank account. 6. The sixth row (1, 0, 1) represents an applicant who has a bank account, is not a house owner, and is single. This applicant qualifies for a loan (L = 1) based on having a bank account. 7. The seventh row (1, 1, 0) represents an applicant who has a bank account, is a house owner, and is not single. This applicant qualifies for a loan (L = 1) based on being a house owner. 8. The eighth row (1, 1, 1) represents an applicant who has a bank account, is a house owner, and is single. This applicant qualifies for a loan (L = 1) based on both having a bank account and being a house owner. The truth table outlines the loan qualification status for various combinations of having a bank account, being a house owner, and being single, as per the given conditions.

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Good

[@ganeshbohora1624]

Thank you

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You're welcome, support my work by sharing it with your friends who are looking for a video on this topic.

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i have subscribed

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Best ever. Keep it up mate.

[@ADTWstudy]

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Wow🎉

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I ALSO THOUGHT AND GATE COULD BE MULTIPLIER!

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U are bleesed

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Commended

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Thanku

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Nice Content .....but how your voice changed suddenly

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