What is Calculus - Lesson 3 | Differentiation | Don't Memorise

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In this video, we will learn:
0:00 Introduction
0:21 differentiation
1:23 average speed
2:20 instantaneous speed
4:05 average speed calculation
5:20 instantaneous speed at a point
7:23 average speed of ball between two points
8:09 limit process
9:36 differentiation concept

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#Limits #Calculus #Differentiation #neet2024 #infinityLearnNEET #neetsyllabus #neet2025
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Differential Calculus cuts something into small pieces to find how it changes.

Integral Calculus joins (integrates) the small pieces together to find how much there is.


InfinityLearn_NEET
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I surfed each and every video of calculus but couldn't visualize the actual concept
This really helped a lot.

mahendrasankhe
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I am 23, completed my schooling, college, have an engineering degree, work at a company. But had never known calculus as its explained here. Great work guys👏

nikunjgupta
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I realised that the problem sometimes is in the Mathematics teacher not the student, but you as a group of teachers explained it easy to get into the minds of all students (as a one size the fits all, one explanation that understood by all). My best wishes.

mohammadsalahradi
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I was wondering why do we study limit, differentiation and integration, but I then came across this video, it's awesome! I hope that the next part comes sooner because I'm writing my board exam after 3 weeks. And please do make a video on integration too. Thank-you!

padminisuthar
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Thank you! You're such a great teacher. I had graduated 4 yrs. in College without understanding the concept of limit. I just know the formula and the computation but the idea was not clear for me, but now it's very clear after watching your videos. Thank you so much! I hope you were my professor in Math before so that not only formulas and computation we'd learned but also the concepts or ideas of the topics which are the most important.

jfrl
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lovely way to get started with the fundamentals without using graphs. I can imagine a teacher literally taking a slow motion video of a ball falling along a measuring tape to let the student take markings and do the subtraction and division.
Cheers,
b

behrampatel
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I was really surprised that you guys are just creating brilliant engineers and doctors unknowingly 🤩

anirudhtn
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Explanation was awesome. No other video is better than this. You are my true teacher

vaemun
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this is a much easier way to find the instantaneous speed at point B:

Using the (Total distance)/(Time) formula, we got the average speed as
50 cm/s.

Since the rate of change of speed or the acceleration is uniform, we can use the formula: (u+v)/2 to find the average speed(which is 50 cm/s)
u=initial speed= 0 cm/s
v= final speed at point B
this gives us the equation:
average speed = (u+v)/2 = 50 cm/s
(0+v)/2 = 50
0+v = 100
v = 100 cm/s or 1 m/s
this method can be only used if the acceleration is uniform

gaurangsingh
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Your editing is next level guys. I'm impressed. Keep it up..

snowbell
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Great explanation. Excellent work here!

drakezen
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First off, great video!I’m going back to college for astronomy in two months and have forgotten my calculus. Is your calculus playlist a good starting point for collegiate calculus? I’m trying to learn before actually starting class.

chasepyoung
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Great Teacher, Great Explanation, Country needs this types of Teacher

abhishekkumarsah
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Super explanation easy to understand😉
No words to give points to don't memorise.... 😚😚

mayabhatt
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Brilliantly explained. The best I have come across

shuklambharadharam
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I watched the videos of your channel when I was in class lower classes
I get to know that calculus was a very hard part to study in class level so I was interested in it.

I searched the Internet but the where they were teaching it was very higher level and my mindset was even though kids goes to 11 and 12 standard they still are people of mind of class 10 in conclusion it is the best animated one video I have see

tenderraingachaxx
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thanks for sharing such a wonderful way of analysing mathematics as it is more detailed and specific for the beginner student from disliking to liking this wonderful subject.

MrSamsauvik
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The way you teaching calculus is answome.Thank you mam

missionimpossible
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Really, you are rarest of rare, unbelievable.For so much long I was searching such in depth root explanation but finally encountered this series. AMAZING

abhishekkumarsah