I really appreciate your explanation sir...I never understood this topic from any lectures or books, but this single video has helped me a lot...thanks !
some time you say don't fallow any blindly,but ur saying fallow blindly very funny ,,, but there is good comedy .thank you entertaining us with your jokes sir!!!!!!thank you very much!!!!!!
To be more precise if you are preparing for GATE then you should watch full video as conceptual questions (like what is least possible number represented using IEEE 754) will be asked in GATE.... If you are preparing for college sem exams then you could just end at 10:49
how is 8 bit signed exponent represented in excess 128 as opposed to excess 127 and does it change the formula for (-1)^s * 2^(E-?) * 1.M? What about NaN and infinity?
Please help to get this solution my question is: what's the( max-min) range of values in 32-bit precision addition and multiplication and same for 64-bit precision in floating point ?
Glad you seen 255 is the largest binary number that can be represented with 8 bits. This is because the numbers start from 0. In order to represent 256, you need 9bits.
sign ->0 for positive .0059×2^8=1.5104 so we need to make value (127-8=119) in 8 bit exponent {01110111} we need to make a 1.5104 in mantissa 1 is already exist so .5104 is required. there is a minor error in the value you'll check in this site www.h-schmidt.net/FloatConverter/IEEE754.html
sir kindly let me know Topics for following syllabus (Digital Logic: Logic functions, Minimization, Design and synthesis of combinational and sequential circuits, Number representation and computer arithmetic (fixed and floating point).) Specially for Number representation and computer arithmetic (fixed and floating point)
I would like to suggest you to organize your lecture in more systematic way. You are taking too much effort and too many subject jargons to explain a thing which is commendable but it cause confusion. Also I suggest use a bigger board so that u need not erase precious notes. Having said that this is all prerogative.
not every Indian talks like that's a south Indian accent lmao. also if he wants to talk like that he Will talk like that if you don't understand it go watch another video lol
thank you indian man!
you explained it way better than any professor out there
I really appreciate your explanation sir...I never understood this topic from any lectures or books, but this single video has helped me a lot...thanks !
some time you say don't fallow any blindly,but ur saying fallow blindly very funny ,,, but there is good comedy .thank you entertaining us with your jokes sir!!!!!!thank you very much!!!!!!
Excellent compilation!! Very easy to catch and patch up ...thanks so muchhh
Lecture ends at 10:49 if u are short of time..
To be more precise if you are preparing for GATE then you should watch full video as conceptual questions (like what is least possible number represented using IEEE 754) will be asked in GATE.... If you are preparing for college sem exams then you could just end at 10:49
Thank for the video, it`s great. You are one of those people who make world better!
I tried to re-like the video at least 10 times while watching
Even google/YT is trying to stop u form doing that sin
which means you unliked the video at least 4 times..!!
@Kade Reyansh It is Scam
thanks for the organization, helps understand a complicated subject like this a lot
Outstanding. Exactly what I needed.
Usually i don't comment anyone but yes this is something that deserves a lot of appreciation. Thanks a ton!
I think....tmko kbhi acha techr ni milaa.......
Too much confusion. Take too much time to explain a little things
@@computerscienceandfuture1819 ya exactly....i can explain this in a video of hardly 7-8 min
Why exponent field can't have all zeros? @16:43
Very good lecture and got cristal clear idea about ieee
how is 8 bit signed exponent represented in excess 128 as opposed to excess 127 and does it change the formula for (-1)^s * 2^(E-?) * 1.M? What about NaN and infinity?
This guy is just awesome.
THE BEST LECTURE I LISTENED
Amazing lectures for learners
Sir can you explain why exponent cannot be all 0s?
How do you get 32+8 for 00101000?? Pls explain...
What is Full form of IEEE
Excellent teaching ability !!!!!!!!!!!!!!!!!!!!
1.M representation will also have different patterns for same number. I don't see how that is being avoided.
ua-cam.com/video/4H9iwdqrSiY/v-deo.html
Amazing explanation! Your explanation of WHY behind every question is like bonus for us. Thanks a lot Sir!
Very Good Explanation ,Thank you
finally i got something which is really helpful
nice sir.thanks for the real explanation.
Please help to get this solution
my question is: what's the( max-min) range of values in 32-bit precision addition and multiplication and same for 64-bit precision in floating point ?
what is the maximum exponent and minimum exponent of single precision and why?
why did people dislike this video, any reasons? This is such a great explanation!!
Maybe it's about his pronunciation but it helped me.
thank you for your video. it is really gooed explained.
Just awesome. 🙏🙏🙏🙏🙏
how i cancompter sur IEEE754
thank you
Made it very easy.
Thank u so much sir:)
liked the part: "My dear processor" :)
1.11 * 2^(-127) will be ???
how i can compter in IEEE754
Thank You sir!!
Very Informative. Thanks a lot.
14:25 there are 8 bits.so answer 2^8=256.but u kept 255
Glad you seen 255 is the largest binary number that can be represented with 8 bits. This is because the numbers start from 0. In order to represent 256, you need 9bits.
In mantissa we r taking msg or lsb paring???
Sir I want notes for deadlock in operating systems
Please sir provide me a notes
THANKU SIR
Amazing video! You have a well deserved Liked
30:52 "I will tell you the reason for that"
When are you planning to tell? The video has ended :/
Explanation on the reasons were really very confusing.. Otherwise nice efforts by the teacher... Thnk u...
how to solve this 35.5*10 ki power - 10
how to represent number 6.3*10^-23 using ieee754?
Knowledgeable
Please add subtitle
ok how to convert 0.0059 any help
I think it's 0 01111111 00000001100....0. after expanding 1.0058
sign ->0 for positive
.0059×2^8=1.5104
so we need to make value (127-8=119) in 8 bit exponent {01110111}
we need to make a 1.5104 in mantissa 1 is already exist so .5104 is required. there is a minor error in the value
you'll check in this site
www.h-schmidt.net/FloatConverter/IEEE754.html
Good!! But the pronunciations are more awesome!! MAAAAAANTISSA!
Very helpful!
sir kindly let me know Topics for following syllabus (Digital Logic: Logic functions, Minimization, Design and synthesis of combinational and sequential circuits, Number representation and computer arithmetic (fixed and floating point).)
Specially for Number representation and computer arithmetic (fixed and floating point)
Thnku sir
Great explanation. But videos order is wrong. This video is duplicate.
I would like to suggest you to organize your lecture in more systematic way. You are taking too much effort and too many subject jargons to explain a thing which is commendable but it cause confusion. Also I suggest use a bigger board so that u need not erase precious notes. Having said that this is all prerogative.
Thank u sir
Ur beard is very mast
Watch a couple of your tutorials and thks
I coudnt tell? Bsdk pdhana chhod de tu
serioously can you speak better than that ? we know that you are indian but at least try
not every Indian talks like that's a south Indian accent lmao. also if he wants to talk like that he Will talk like that if you don't understand it go watch another video lol
Buzz off racist
English is just another language.. He's a graduate from IISc, one of the top most colleges in the world..that's enough to measure his knowledge 👍👍
Bruh will you stfu, If you don't like his accent then go watch another video, I seriously can't contemplate how ungrateful you are.