LOGIC GATES, Truth tables, Boolean Algebra, AND, OR, NOT, NAND & NOR gates
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- เผยแพร่เมื่อ 12 มิ.ย. 2024
- This video covers all basic logic gates and how they work. In this video I have explained AND, OR, NOT, NOR, NAND, XOR and XNOR gate along with their truth table.
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#LogicGates
Logic gates
OR-gate
AND-gate
NOT-gate
NOR-gate
NAND-gate
XOR-gate
XNOR-gate
I have been looking for someone who can simplify logic gates. This is the best.
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 ❤
wow this is the video that should have millions of views. so simple to understand
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!
Your explanations are clear and simple, making it easy to understand these complex concepts. Thank you so much
Your lecture is so awesome.
Great video. Crystal, clear, thank you very much.
Terry Wright.
istg a whole chapter in mins loved itt
WOW ..... your video deserve more likes and your teaching method is so good
Thank you for the explanation😊
Thanks alot tutor your work brings me much understanding about electronic
I HAVE AN ENGINEERING EXAM IN AN HOUR AND THIS IS HELPING
Thank you so much. It really helps me in my exam.
Continue creating such kind of contents!
Underrated content bro !!! I like this explaition
It is broken down in a simpler way to understand in just minutes 😮🎉
Super sir very useful and nice explained
nature is lovely ❤
Thanks for video. I need this video for my ICT tutorial test.
this is wonderful and very simplified.
Its so very helpful thank you ❤
thanks, i finnaly understand and im ready for my exam tommorrow
Thank you so much for the video 😊
Wow very helpful thank you so much
Simple and direct. Great video. Thanks😊
good explanation.
very good
Thank you, this is really helpful. Great explanation.
you are really a great man who teaches us keep it up
Amazing really understood it well.. 😊
Amazing explanation❤❤❤
thanks your lecture are the best
so helpful thanks!!!!!
thank you so much i am really appreciate for ur effort
Very helpful. TQ very much
Nice one Boss...very clear,I love 💕 this,thanks sir
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Thank you sir❤
This is the channel for my brain 😂😂
awesome lecture
nice so easy to understand🥰
Thank you sir👊🙏🏻
Its awesome 😮😊
awesome video!
Thank you very much, it is a very simple and understandable lecture 👍
Great video
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Thanks🎉
Great!
Woow bigup sir
I love you GOAT ❤❤
Thank you
You're welcome, support my work by sharing it with your friends who are looking for a video on this topic.
Nice for me
Best ever. Keep it up mate.
Support my channel growth by subscribing and suggesting others to subscribe so I can keep on creating great content like this for you...
Where is Boolean algebra?, I did not find what you mentioned in this video .
Nice
Veery Nice
Good
Sir how could we know the gate from the table. Please sir tell the answer.
i have subscribed
Wtf it's just in 12mins!
🐐🐐
🤝
Nice Content .....but how your voice changed suddenly
Я вас люблю
👏👍
❤
Advanced flow chart
I ALSO THOUGHT AND GATE COULD BE MULTIPLIER!
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
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.
Sir ic numbers pls..
3:13 Learn no its study
Complex number -1
1, -1
Mohini world welcomes you
0#1
1#0
உல்டா
Inverse
U are bleesed
Thank you sir❤