Calculus - Lesson 12 | Addition as Integration | Don't Memorise

[@InfinityLearn_NEET]

An Architect Engineer uses integration in determining the amount of the necessary materials to construct curved shape constructions (e.g. dome over a sports arena) and also to measure the weight of that structure. Calculus is used to improve the architecture not only of buildings but also of important infrastructures such as bridges. 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

[@golumandal4836]

Just amazing ... I am sure by the time your calculus series ends , I will be a pro in limits, Derivatives and integration...

[@sriharshakallakuri4046]

Hats off for your work and makes the subject more meaningful and understandable kudos to the whole team Thank you

[@hassikareddy4866]

3:41,how we a Directly assumed rate is constant? I not understood here please explain me brother

[@lycheejuicelichigaming2263]

Great, first time i actually understand the concept, till now i just do it but didn't knew what it actually does. This video explains every bit of relative examples which are not only quite easy to understand but also makes learning easy. Great work, keep it up!

[@hassikareddy4866]

3:41,how we a Directly assumed rate is constant? I not understood here please explain me brother

[@lycheejuicelichigaming2263]

@@hassikareddy4866 its not lol, it clearly says its not in that time.

[@hassikareddy4866]

@@lycheejuicelichigaming2263 not understood brother ,can you explain me clearly please 🙂

[@avinandan7898]

Hats off.. for making calculus so easy to understand

[@RupamKumari-vo6wm]

Hey. This video is amazing. Can you make more videos on calculus and Einstein theory of relativity. Please please please......... 🤗 🤗 🤗

[@akhilanr1233]

also the uncertainty principle of quantum mechanics and more

[@rishabsawlani1268]

@@akhilanr1233 uncertainty principle tells us that position and velocity of a microscopic object can never be calculated correctly and accurately at same time this means that if you are able to calculate the position of an object correctly then the error in position will be infinite also if error in position is delta p and error in velocity is delta v then delta v*delta p> h/4pie this principle was stated by Heisenberg

[@akhilanr1233]

​@@rishabsawlani1268 thank you but my comment was two years ago, i know about uncertainty principle and quantum mechanics very well now and that uncertainty principle which you explained is called "Heisenberg's uncertainty principle", there is a more general version of uncertainty principle which states that for any two observables A and B, the product of their uncertainty is greater than or equal to 1/2 the expectation value of their commutator, so the general uncertainty principle tells us the uncertainty relation for any two observables, while the heisenberg uncertainty principle which you explained is specific to position and momentum... also your explanation is wrong bro, i think you misunderstood what it means, Heisenberg uncertainty principle tells us that delta x* delta p greater than *or equal to* h/ 4pi, first of all its delta *x*, that is position and not delta *v*, the velocity, heisenbergs uncertainty principle says you cant measure position and momentum simultaneously, not velocity and momentum. Also bro you say that delta x or delta p is the "error" in position or momentum, but thats wrong, its the uncertainty, error and uncertainty in quantum mechanics are two very different things. so basically what i mean to say is that, 1.) its not velocity that the principle talks about but it is position 2.) its not error, but the uncertainty 3.)its greater than or equal to, not just greater than 4.) its not talking only about a microscopic object,generally what you mean by microscopic object is something like a blood cell or a bacteria, the principle applies to everything, every particle in the universe, the principle applies even to large scale objects, like humans, but we dont notice the effect of the principle in our scale because, h/4 pi is such a tiny number,the product of our uncertainty in x and p of any object is always about this number, but compared to big objects this number is really small so we dont notice anything at all And if you want more info, velocity is not an actual concept in quantum mechanics, unlike position, momentum, energy, angular momentum, etc. velocity is not an observable in quantum mechanics, there is nothing called uncertainty in velocity, when and if we talk about velocity in quantum mechanics, we talk about the time derivative of the expectation value of the position observable 'x'. And this quantity is absolute, there is no uncertainty in this quantity..

[@rishabsawlani1268]

@@akhilanr1233 ok thanks for correcting me

[@samehmekawy1049]

It's very appreciated work it explained clearly thank you alot

[@kcbandyopadhyay6747]

Thanks for fastidious sensory analysis in graf functions

[@vishwanathpapulwar8709]

U are just awesome

[@themathhub5472]

great presentation. I'm a slow learner but this thing is firing me up and i'm able to understand

[@AZKhan-ft2bc]

Please make a video on property of cathod and anode rays

[@bookslug2919]

Good clear explanation

[@usama57926]

thank u so much very nice video

[@anganabanerjee2583]

Hey can you please make a video on Einstein theories of relativity please

[@RupamKumari-vo6wm]

Yes

[@AmitGuptaGwl]

I really liked the way you developed the concept

[@googly3533]

You guys are so awesome

[@anilsharma-ev2my]

Integrated xdx continuously On and on What we get ?

[@sursaha]

Learning made easier by Don't Memorise

[@googly3533]

Keep making these videos Don't care about views if you help even one person, that's a great achievement (pretty deep😄😅)

[@abedjarjanazy1178]

Very well explained. Thanks a lot.

[@InfinityLearn_NEET]

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

[@varmoravinay5528]

I have a question. Would you like to tell me. Which software are you using for create this types of beautiful video.

[@harsha6655]

After effects

[@prudhvi5211]

You consider the time half week, but you get the answer 1week answer:- 250points @6:00

[@AkshaySunilkumar]

yeah

[@صفايسرى-ع6ح]

أعوذ بالله من الشيطان الرجيم إن الذين يبايعونك إنما يبايعون الله يد الله فوق أيديهم فمن نكث فإنما ينكث على نفسه ومن أوفى بما عاهد عليه الله فسيؤتيه أجرا عظيما

[@anilsharma09azaz]

Why u discontinued itt

[@shanchoysprogramming8469]

is r(t)=tsquared the derivative function of the original function?

[@msasaa1381]

Ok vi aro chai calculus

[@MdIrfan-fl4wq]

Awesome

[@rishukumarsingh5562]

So many videos upload on calculus

[@pravatkumarlenka6292]

Nice

[@Princeraj-ck1nz]

Is there more parts to come

[@nikunjkhangwal]

Thanks

[@ariescom-yv5si]

how can you make your video.

[@glenntanuseputra8473]

Most people use After Effects for stuff like this

[@DawitAlemayehu-sq6hk]

1:58 there are infinite points on the given line.

[@shanchoysprogramming8469]

how do u know its graph parabolic curve, which is not according to the given information?

[@dantdm9471]

t^2

[@nikhilthenoob3453]

"What should we do next" Me:hmmmmmm 7:09 Me:ah yes

[@shivcharansinghrawat4224]

Doubt: Why the area under curve and area of 3 rectangles are equal?

[@kakkirenihemanth6657]

Why can't you build an app.. It is helpfull for many students..

[@InfinityLearn_NEET]

Thank you so much for your appreciation. We are glad that you understood the concept. For more videos, please visit our website - dontmemorise.com/

[@LOL-gn7kv]

vid:level 1 add also vid: level 2 multiply me: so, then level 3 is exponentiation vid: Nah its integration me: wtf

[@sreevathsan246]

Level 3 is not integration . Level N is integration.

[@AlessandroZir]

❤️🙏🙌🤸

[@lakshmareddy5376]

I wana buy these shirts can i buy ##😶😶

[@kavishanhettiarachchi6343]

I found an equation I think I should get a prize!!!! (((X×Y)+kY)÷Y)=(k+X)