Calculus- Lesson 8 | Derivative of a Function | Don't Memorise

[@InfinityLearn_NEET]

Derivatives are used to derive many equations in Physics. It is used to determine the speed or distance covered such as miles per hour, kilometre per hour etc. To learn more about Calculus, enrol in our full course now: bit.ly/CalculusBasics_DM To watch more videos related to Calculus, click here: bit.ly/CalculusBasics

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[@AmarSingh-uw1db]

Great, Very beautifully explained. Such best explaination never had during my Jr College and Engineering

[@InfinityLearn_NEET]

I'm glad to hear that. Please subscribe and press the bell icon to never miss a video: bit.ly/DontMemoriseKZbin Happy Learning :)

[@amritamar3918]

Very well, may all your videos reach every student.❤️💓

[@timetostudywithme]

@@InfinityLearn_NEET Ma’am I had a doubt in the 2nd Video. Ma’am, the instantaneous speed should be root of 5 as if we go by that at 1/2 length, PE=KE. We can write it as 1/2mgh = 1/2mv^2 This implies that v= root of (GH) So ma’m if we approximate acceleration due to gravity to be 10 then ans = root of 5.

[@adeelfitness4993]

You are absolutely amazing. For the first time in my life I understood this concept and uses of derivatives. Thanks a lot. Keep it up

[@b43_pranjalvyas76]

I feel this is the best video on KZbin for lucid explanations

[@sankalpfauzdar1535]

Mam you are angel of knowledge.. study basics of subjects & concepts are excellent

[@atta-ur-rehmankhan4641]

i am extremely impressed by your teaching methods. You are simply awesome.

[@suchanakarimminju5826]

Your talking speed is perfect for non native English listeners ❤️❤️...

[@imtiyazbhat4495]

I don't understand it fully. I am half confused

[@jamilurrahman6360]

This channel needs billion subscribers..

[@mutualyc385]

As we know that dy/dx is referred to instantaneous rate of change of y with respect to x but in the case x = 0 it is not possible to find out the derivative because it does not exist due to absence of tangent line..... By the way loved your way of explanation and animation of this topic♥️

[@joyneelrocks]

Also if we analytically try to solve this, in the end, we get: f’(x) = lim(∆x -> 0) |∆x| ÷ ∆x Therefore: If x > 0 => f’(x) = 1 If x < 0 => f’(x) = -1 And, if x = 0 => f’(x) = Infinity

[@ssaha8983]

Waiting for next video in this playlist.. Please upload as soon as possible.. Like u..

[@travelwithme3031]

Great explanation, I really wonder why this video have very less likes compared to others. Simple and clean compared to other channels I usually refer

[@u-80-pawangoled16]

I'm very big fan of you after your seeing ur lectures I realized that nothing is tough for humans till mentors like you are here Thank's a lot mentor

[@georgetalixandroiu4603]

f(x)= abs x f'(x)=(f(x+h)=f(x))/h f'(x)=(abs (x+h)-abs x)/h which can be written ((abs x+abs h) -abs x)/h, so abs x and -abs x cancel each other lim h->0 (abs h)/h=(abs 0)-0=0 if x=0 the derivative is still 0

[@tomdexter5029]

Do you know the difference between division and subtraction and equal to?

[@prosp3421]

Love this so much. May Christ bless you💯

[@madhueswaramoothy7141]

hats off...... beautifull explanation

[@InfinityLearn_NEET]

Thanks a lot, Madhu! We are so glad you liked it. Keep watching 🙂🙂

[@atlantisacademy5953]

you are a diamond in illustration jee.

[@anastasiaanautodidact9856]

So much effort exerted in these videos!

[@muhammed_ajwad]

Thanks a lot. Very helpful. Now i don't have to byheart anymore. Keep going.

[@semantipal9961]

Your entire presentation is wonderful along with the explanations. Could you please let me know which software do you use?

[@rinkujain376]

No other teaching channel can explain so briefly about derivatives. I promise.

[@kingshukcs]

This is really really good explanation.

[@sumitkumar-hz6rk]

Mam I'm in 6th grade and I'm also able to understand basic concepts of calculus. Because of your excellent explanation thanks for giving us this valuable contant for free ❤️❤️ again thank you ❤️❤️

[@itachi_uchiwa106]

kaiseeee!!! me 11th ma hu muje kuch samaj nahi aaraha

[@Wraient]

@@itachi_uchiwa106 lmao

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​@@itachi_uchiwa106lmao😅

[@bharathin8575]

Loved the way it is explained 🙏🙏

[@AliHaider-zs8te]

You are fabulous. Clear all the worng concept. Will you please make video on programming concepts

[@anshuman6243]

Thanks for explaining waiting for integration

[@UnrealogyTutorials]

I am 11 and I am learning calculus thanks to you! Despite being in 7th class, I understand all concepts! Thanks

[@cxndlesxx]

Lol same

[@natriumguy8537]

I have completed my engineering. Still this is a very much interesting to me.

[@jafarsadiq6226]

Best way of teaching ever. What software is used to create such a beautifull animations ? If any one knows reply

[@djkato-personal2242]

Id put my bet on Adobe Illustrator x Adobe After effects

[@gauravnegi4312]

@@djkato-personal2242 same

[@____r_c__]

I really appreciate with your channel awesome explanation with details and in very smooth way but i have one suggestion for you please can you make a video on PDE (Partial derivation) because in most engineering program are solved based on that and if you are doing about on that so it's very helpful for all engineering student so plz think on that way Thank you

[@syamalchattopadhyay2893]

Excellent video lecture.

[@rajapandian8987]

V shaped curve will fall for lxl and steep is always 1 for this function

[@swayamjha3988]

please make videos on General theory and quantum mechanics quantatively

[@villayatali8702]

mam very superb. plz upload more such videos on calculus.

[@swarnatejg573]

Who is the person behind voice and subject explanation. Just awesome

[@shashisuryawanshi173]

No, we cannot find the derivative of y = |x| at x=0, since we can draw more than 1 tangent at x=0 to the graph of y = |x|, which would imply that function can have more than one slope at a particular point and thus the derivative is undefined.

[@antoniusdaivap7759]

The graph isnt even a slope its like a sharp v. But I dont know either

[@swaptel]

Excellent... Loved it....

[@InfinityLearn_NEET]

Glad you liked it and thanks for sharing. :) #dontmemorise

[@anoopaji1469]

Very interesting and useful video

[@pritigajjar4105]

great video mam ✌✌✌I just loved your video

[@InfinityLearn_NEET]

Thank you very much for the appreciation and for watching Priti. :)

[@niceguy4801]

Thank you ma'am!

[@abdulwaris8309]

Very well explained.

[@humanbeing2566]

nice explanation

[@sukirthanprabagaran980]

17th like U r fabulous ❤❤❤😎😎😎

[@crazyworld4758]

Very nice explanation in my college times both derivatives nd integration are very confusing topics please do more videos

[@livingkingsize8052]

1:43 If Delta x is less than zero than it must be x not minus delta x on x axis instead of x not plus delta x. Correct me if I am wrong.

[@Unkown242]

i think, the delta will give the -x value for the side for x

[@m.awaisjadoon2339]

Good job.....

[@InfinityLearn_NEET]

Thank you so much for your appreciation. We are glad that you understood the concept. You motivate us to do better. Keep watching our videos : )

[@hhiiuubb]

Understood this for the first time...

[@swayamjha3988]

i am willing to understant the nature of cosmos please accept my request and make videos on general relativity and quantum mechanics The way you teach I will definitely understand it easily and able to work further on my research

[@harshsrivastava31]

Which class are you in because genrel relatativity is a very complicated theory and quantum physics is much more weirder than that. General relativity includes 4d, so it would be very complicated for this channel, on the other quantum mechanics is much more complicated than general relativity and according to me, you should learn it from other you tube channels, these topics are very complicated for this channel. I am currently in class 9 and it took me 2 years to fully understand relativity both genrel and special, when I was in class 6 I started studying it and it took me 2 years when I reached in class 8 I fully understood it from explanation to derivation. So don't feel I can't do it if it seem very complicated, I also took 2 years. AND SERIOUSLY MY FRIENDS THESE TOPICS ARE UNFIT FOR THIS CHANNEL

[@armstrongtixid6873]

Thank you so much this is so helpful! Being in 7th grade, everywhere things are overcomplicated and forced to memorise. This has helped me so much!

[@InfinityLearn_NEET]

Thanks a lot, Neil! We are glad our video could help you out. Keep watching! 🙂🙂

[@InfinityLearn_NEET]

You're most welcome Neil. We are really happy to hear that it was helpful to you. We are glad that you understood the concept. We are happy that we could help you learn. Keep watching our videos : )

[@User76_abhE]

U have calculus in 7th grade 😳😨 idk about it.

[@aakarshag1445]

@@User76_abhE he may be preparing for jee!

[@chiraggarg9342]

Thankyou ❤

[@manognareddy2253]

ones a legend said learning is fun teachers:: don't even think of it don't memorise :: yes it is me:: *crying with happiness *

[@Alibaba01234]

Very very good no the the the best.

[@InfinityLearn_NEET]

Thank you so much Arun for your appreciation. We are glad that you understood the concept. You motivate us to do better. Keep watching our videos. 😊😊

[@aidataverse]

Awesome

[@nitishkumarchaudhary2438]

Upload next part please it really helpful

[@EngineeringTimes]

Great

[@InfinityLearn_NEET]

Happy Learning. :)

[@armstrongtixid6873]

It doesn't exist for the end thing? Because from the right hand side, if you imagine this as a graph, the slope as approaching x = 0, is 1, while from the left, it is -1? Just a guess. It's like a limit that is different from the - and + sides.

[@manonsinghchauhan3584]

Mam at 6:32 the of x

[@swethanjanid4706]

good video

[@g2k2goodgeneralknowledgeki24]

In what app are you done this editing? Please tell me.

[@MEDIA588]

I did my masters in economics,,even i don't have any clear concept abt these before seeing ur videos

[@saikumaradhikari3362]

hi brother i am preparing for ma economics entrance exam for central university of hyderabad can you give me any suggestions THANK YOU BROTHER

[@anshuraj5862]

Thanks for uploading

[@princykajla2075]

okay. i have a question in the case that x1>delta x why is the distance x1+delta x? it should be x1-delta x. pleae reply

[@ojasgupta1625]

I agree

[@gannavarapumanikumar611]

I really satisfied. I am very happy.

[@InfinityLearn_NEET]

😀

[@sunnyraj338]

Please .....please make more videos on other topic fastly

[@samarthxo]

Thanks A Lot! :)

[@InfinityLearn_NEET]

You're welcome, Samarth! Happy Learning :)

[@samarthxo]

@@InfinityLearn_NEET Wow! You replied , I see very less channels doing this ^^

[@Krishnan172]

On seeing this, I have a thought and that is in real life scenarios like astronomy & others might be using 3 dimensional calculus, to find the instantenous speed, volume, etc of an object as 2D calculus will be of no use in real world. Am I thinking correct?

[@roopaulakh3098]

Thanks a lot :-) great work (:

[@InfinityLearn_NEET]

You're most welcome and Thanks for your appreciation. We are glad that you understood the concept. You motivate us to do better. Keep watching our videos : )

[@Njs1211]

Can't find this videos on your website. Waiting for next video.

[@soubhagyaghadai5359]

but when deltaX0 we get 2X ANS. final answer is right but formula wrong

[@habibaelhadad1000]

the derivative or differentiaion is the instantaneous rate of change and is the slope of the tangent of the curve

[@rehanali6919]

Derivative at x=0 is 0 then f(x) has constant value and for costant value slope is 0.reply my answer plss.i like yr conceptual base thanks a lottttt👌👌

[@aritramondal9212]

just look at the beauty of calculus

[@ranganathahr5393]

Do you find the square of a number to be abstract...?

[@adityaverma6980]

sir in this video it is been said at (1:40) that when ΔX

[@maniduudayanga1432]

Delta x close to 0

[@srikantsahoo5237]

Please please make a video on Higgs boson

[@aniketroy3034]

How did f(x+∆x) change to (X+∆x)² ?

[@antoniusdaivap7759]

Because the function was (x)^2 when the x changed to x+dx it becomes (x+dx)^2

[@ommadityarakshitxf3129]

8:10 the answer is on the screen

[@mohammadmaheboobali5615]

6:00

[@Smile-ey7nf]

Can you define a derivative ? Plz reply

[@sheetalsheetal2169]

Is it true in Modulus function if x

[@RaviSalunkhe85]

At 3:58 it should be 2x1 + delta x2 right?

[@SehrGutPeter]

No, x2 was never defined ...where would you get that from?

[@RajeshKumar-gy6ih]

Sprb

[@kbailkeri]

Does anyone know the answer to the question at the end of the video?

[@kvenkataraju]

Is Derivative of the Modulus X is 1? Am i correct?

[@صفايسرى-ع6ح]

أعوذ بالله من الشيطان الرجيم أم حسب الذين في قلوبهم مرض أن لن يخرج الله أضغانهم ولونشاء لأريناكهم فلعرفتهم بسيماهم ولتعرفنهم في لحن القول والله يعلم أعمالكم

[@sambhavgiri4007]

sus

[@4n0nym0u8]

Answering the last you asked the derivative at x=0, doesn't exist as the number from different cases doesn't match

[@vimalkumarmanivannan1968]

|x| is not differentiable at x=0 because average rate of change on left and right is not equal when x-->0

[@berfaedah7992]

what software do you use?

[@alipervez8044]

Good

[@InfinityLearn_NEET]

Thank you so much Ali Pervez for your appreciation. We are glad that you understood the concept. Do support us by subscribing to our channel. 👍👍

[@alipervez8044]

@@InfinityLearn_NEET Ok

[@kcbandyopadhyay6747]

Fastidious and gradually metamorphosis of sensory analysis with comprehensive graf co-ordinate system method

[@aanando]

🙌🙏🏻

[@mintusaren895]

Big to small. Can be vice versa.

[@hariprasath9985]

Why ball follow a parabolic path when thrown

[@rishukumarsingh5562]

Make next video on calculus

[@mathmasterrajendernahliaya5323]

Nice math

[@sweatyhands9830]

What is y=x! differential?

[@abderrahmanedjellab1629]

if f(x) is equal to x the derivate will be 1 and if f(x) were equal to -x so the derivate will be -1

[@techtuts766]

Excuse me this is the formula = f(x° + ^x) - f(x°)/^x this give us 0 every time because first we add x° and then subtract it x° and then we have only the ^x/^x so this gives us 0 every time so please help me with it

[@mr.dragoji3149]

Hey, I don't know much about it but ^x/^x will give 1 and not 0

[@lunaticboyshiva4052]

Derivative of Modulus Function does not exist at x=0 Reason:Sharp turn in the graph at x=0 so we get a vertical tangent line the slope of which is infinite or undefined from both the sides....We cannot get the slope at that point or rate of change of y with respect to x or instantaneous change at that point.... Thank you Don't memorize team

[@ranganathahr5393]

It uses numbers to to represent the function of 'x'.....

[@mirzafaisalbegh]

those who gives dislikes must be teachers from schools and other KZbinrs