Single Precision and Double Precision floating point representation | IEEE 754 Floating point

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In this video, I have covered single precision and double precision floating point representation is also known as IEEE 754 floating point representation. Here Single precision and double precision explain with example.
There are two diffrent types of IEEE 754 floating point representation
1. Single Precision floating point representation (ieee 754 single precision format)
2. Double Precesion floating point representation (ieee 754 double precision format)
Above method of floating point representation explain with example
#ieee_754_floating_point_representation
#ieee_754_floating_point_representation_example
#Single_Precision_floating_point_representation
#Double_Precision_floating_point_representation
#Floating_point_representation_in_computer_organization
#Single_Precision_floating_point_representation_example
#Double_Precision_floating_point_representation_example
#ieee_754_single_precision_format
#ieee_754_double_precision_format
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great & informative sharing I'm inspired by your quick & easy way of teaching !

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Thank you ...I understood everything about single and double precision

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This is the best explanation! thank you!

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It's vey helpful for me ..Thanks for your contribution sir

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best for quick revision !! Thank u sir : )

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Thanks for this, finally I found what I needed

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Perfect Explaination 😊👌👌👌... Thanks Sir

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Video is too good method of explanation is very good simple and easy .Thank you.

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Thanks Sir very Good Explanation Helped Me Well♥️

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Perhaps it is one of quite explained material. Thank to you I almost finally this thing.

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very happy u helped me a lot by saving my time.

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Nice explanation

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Great explanation in small time. Thanks

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helpful for quick revision .

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Thank you sir, It's very helpful..

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That's clean sir , God bless you...👍👍👍👍👍👍

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Good explanation Very useful cleared the concept

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[@DhruvilPatel]

perfectly explained!

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very nice explanasion

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Very useful, thanks.

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Sir, Thank u so much ...😊

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Great Explanation❤

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Excellent explanation

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[@ajayagrawal1090]

very helpful video, loved it. but you putted 64 as sign bit in double precision number. When we start from 0 then we have only 63 as MSB. Please correct it, because your video is awesome.

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ajay A thank u for comment on my video.... I will solve in my material... Please like share and comments on my all videos.... Please subscribe my channel..

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Very nice explanation 👏🏻

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Thank u so much😆

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thankyou so much sirr

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Helpful for quick revision

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Thank u

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sir u are a legend!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!

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Thankyou sir thank u lot🔥

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thank you sir so much

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thank u 🙏

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Thank you yr exam me aaya tha ye very helpful video

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Very helpful

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very helpful thank u

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THANKSSS

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Very nicely explained

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good one !!

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Very well explained sir..

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Bery nice presentation 👌👌

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Wonderful video

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well explained sir.. 👍

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What a video 😍😍

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Good content

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Thank you

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[@nayandas2899]

Thanks for help.. In step 4 number in double precision format hobay ota single precision format a6y... Thanks❤🌹🌹

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[@sithakegisaa4503]

Sir can u please answer my doubt.In extended precision floating point there is 1 sign bit,15 bits for exponent,there are 64 magnitude bits out of which 63bits for significand fraction and 1bit for significand integer.(source- Wikipedia)What is significand integer,it is not there in single and double precision.tq sir

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For example,123.45 can be represented as a floating-point number with the integer 12345 as the significand and a 10^−2 is power.... Please share this video with others....Subscribe my channel.... Follow my blog: www.edu-resources1.com/2021/09/single-and-double-precision.html

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Thank you nikhil...

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nice one

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Great

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thanks

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[@philzmw6124]

there's a problem with how you converted 1033 to binary in double precision dont understand how you got that value

[@ChiragBhalodia]

(Really sorry for late reply) 1033 = 10000001001 Last bit bit - 1 2nd Last bit - 2 3rd Last bit - 4 4th Last bit - 8 5th Last bit - 16 6th Last bit - 32 7th Last bit - 64 8th Last bit - 128 9th Last bit - 256 10th Last bit - 512 First bit - 1024 (Total 11 bits) We have to calculate 1033 means 1024 + 8 + 1 = 1033 (SO, first bit(1024), 4th Last bit (8) & Last bit (1)....rest of others are consider as 0). Therefore, 1033 = 10000001001. If you still have any query then ask me. Please subscribe my channel. Like share and comment on all videos. Share with others. Thank you oin advanced.

[@philzmw6124]

Thanks

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[@LUKASSABET]

Thx Chirag

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[@mdaffansajjad3294]

Explanation accha tha par agar thora language sahi hota to or bhi accha hota thank u sir

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[@ApartmentAngelsFireStarters]

bro this guys needs a phd quickkkkk. Things that my stupid lecturer couldn't even sum up and explain were all taught in about 15 seconds.

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[@AbhishekRawat-li8ud]

If given number is - then will we use 1 in sign?

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[@kewinprasad_8434]

Sir i have a doublt... For representing 32 bit, you started from 31,31....upto 0. For representing 64 bit, you started from 64,63....upto 0. So, my doubt is for 32 bit why should i start from 31 and not 32 ??? Plz answer ASAP Sir.

[@ChiragBhalodia]

It was typing mistake... It is 63

[@kewinprasad_8434]

@@ChiragBhalodia Got it... Thank you sir

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[@joysjoy2766]

In Double precision : the formula is E' = E + 1023

[@ChiragBhalodia]

Yeah... You are right...

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[@NSANAKADIVYAVANI]

How u got 10 as exponent?

[@ChiragBhalodia]

Because I have change the position of fraction (point)... move left to 10 binary digit. Watch again. See the pic in this link : edu-resources1.blogspot.com/2021/09/single-and-double-precision.html Follow my blog for more content..

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[@shabankhan4383]

still helping me,

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Keeo watching...

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[@maheshsrocks]

How to do for +19?

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[@maheshsrocks]

my exams got over I needed it for exams thank u!!

[@ChiragBhalodia]

mahesh s sorry mahesh for late reply...

[@maheshsrocks]

convert +19 in single and double precision format !! it was in previous year question paper so I asked u, fortunately that question was not asked in exam!!

[@ChiragBhalodia]

mahesh s ok no problem, in future if u want tell me if provide solutions...

[@rmaccess1054]

Sir can u share this pdf

[@ChiragBhalodia]

Sorry dear I lost the slides due to crash my laptop but some of the contents are available on given link. Contents of this video is available on my blog : edu-resources1.blogspot.com/2020/05/single-precision-and-double-precision.html

[@rmaccess1054]

@@ChiragBhalodia thank a lot

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[@karanjoshi8665]

Hepfull

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somehow surviving another bouncer.

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Can you understand or anything query???

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