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Tutorium
เข้าร่วมเมื่อ 16 ม.ค. 2024
High school student with a mission to ensure student excellence in STEM.
Come join me as I explain complex STEM topics in easily digestable methods via short, concise videos!
Come join me as I explain complex STEM topics in easily digestable methods via short, concise videos!
Math you will ACTUALLY use! (Related Rates)
In this video, we'll take a look at how we can use the pure calculus skills we learned and apply it to real world scenarios like the famous Ladder Problem and containers leaking water!
#maths #calculus #education
#maths #calculus #education
มุมมอง: 12
วีดีโอ
The Trickiest Derivatives... (Inverse Trig)
มุมมอง 169 ชั่วโมงที่ผ่านมา
How to differentiate the inverse trigonometric functions, some of the most complex elementary derivatives! #maths #calculus #education
USE THIS to Get Out of Disagreements (Implicit Differentiation)
มุมมอง 4614 ชั่วโมงที่ผ่านมา
When variables disagree, take the derivative using the Chain Rule and use algebra to solve for dy/dx! 0:00 Theory 1:27 Example 1 2:56 Example 2 3:36 Why is this implicit? 4:11 Implicit SECOND derivative! #maths #calculus #education
How to Differentiate ANYTHING! (Chain Rule)
มุมมอง 12321 ชั่วโมงที่ผ่านมา
Essential for taking derivatives of composite functions. CRUCIAL to succeed in AP Calculus. 0:00 Walkthrough 2:08 Example 1 (multiple chain rules) 3:28 Example 2 #maths #calculus #education
EVERY Basic Derivative Rule
มุมมอง 104วันที่ผ่านมา
The mechanics of differentiation. Covers all basic derivative rules to get you through your first few homework assignments! 0:00 Notation Updates 1:10 General Derivative Rules 2:36 Specific Derivative Rules 3:16 Examples (Two!) #maths #calculus #education
What is a Derivative? (Easy, Graphical Proof)
มุมมอง 259วันที่ผ่านมา
An introduction to the derivative, one of the foundations of calculus. Also covers its relationship with continuity. #maths #calculus #education 0:00 How Did We Get Here? 2:00 Relationship with Continuity 3:23 When Can a Derivative Not Exist? 4:23 Analytical and Graphical Example
Lagrange Remainder Theorem (Short and EASY)
มุมมอง 4521 วันที่ผ่านมา
Lagrange Remainder Theorem (Short and EASY)
The ONLY Series Test You Need (Ratio Test)
มุมมอง 4921 วันที่ผ่านมา
The ONLY Series Test You Need (Ratio Test)
One-Sided Limits and Continuity, Made Simple
มุมมอง 2821 วันที่ผ่านมา
One-Sided Limits and Continuity, Made Simple
How to Evaluate a Limit (algebraically AND graphically)
มุมมอง 2528 วันที่ผ่านมา
How to Evaluate a Limit (algebraically AND graphically)
Direct and Limit Comparison Tests (with proofs)
มุมมอง 2928 วันที่ผ่านมา
Direct and Limit Comparison Tests (with proofs)
Convergence, Geometric Series, and the nth Term Test
มุมมอง 26หลายเดือนก่อน
Convergence, Geometric Series, and the nth Term Test
Partial Fractions: Cutting Open a Fraction
มุมมอง 44หลายเดือนก่อน
Partial Fractions: Cutting Open a Fraction
Improper Integration (Computing an Infinite Area??)
มุมมอง 53หลายเดือนก่อน
Improper Integration (Computing an Infinite Area??)
Finding Arc Length (Easy to Understand, with Geometric Proof)
มุมมอง 1.7Kหลายเดือนก่อน
Finding Arc Length (Easy to Understand, with Geometric Proof)
Volume of Solids with Known Cross-Sections
มุมมอง 99หลายเดือนก่อน
Volume of Solids with Known Cross-Sections
Solids of Revolution (Walkthrough and Many Examples)
มุมมอง 67หลายเดือนก่อน
Solids of Revolution (Walkthrough and Many Examples)
AP Calculus: Chapter 5, Lesson 2: Separation of Variables
มุมมอง 41หลายเดือนก่อน
AP Calculus: Chapter 5, Lesson 2: Separation of Variables
Thanks so much man
Of course!
Nice!
I am halfway through my MET degree and I just love the fact that all of this makes sense
amazing breakdown! Thanks!
You’re welcome!
Wow I think I might understand calculus now 😂
That’s great! Isn’t it so interesting?
Thanks alot this is what I needed, I know the basic differentiation so for more advanced I just need a video to explain me in an short time and this is what I got.
That’s great!
Too advanced for me lol
It is indeed a very difficult course!
Thank you so much for clearing this all up for me. Now, because of your explanation, it's all crystal clear. Great video.
Thank you very much!
The most important part of squeeze theorem is to show existence of limit of g(x).
W
Thanks bro, this was really helpful 🙏🙏🙏🙏🙏🙏. Keep doing what your doing man, this will really help a bunch of other peeps too.
Thanks man!
Good video, I liked your explanation ...
Thank you!
Very cool. Great video, love that you got straight to the point
Thanks!
Fire
I've been pronouncing euler like "you-lerr" this whole time.
Most people (including me) started with that pronunciation!
damn the proof was cool
this some high quality shit
go go go go go calc so good he honor roll! He teaches calc like a carnival! He just integrated the impossible
lan 네가 무척 자랑스럽다 ~분당 큰아빠
❤️
Want mind-blowing? Explain double and triple factorial :D
Yo ty this gonna help in the future
What is the secret of making many creative videos consistenly?
Love what you are doing. That is the only requirement for success, in any area!
I'm very glad that i found your TH-cam channel. You only have 100 subscribers but your content is very high quality. Your videos are very helpful!
Thank you very much for your words!
ratio
exactly
almost done with learning the basics of derivatives 😊
Congratulations!
Perfectly done. Very good to include the anti-derivative of ln(x) example at the end to show how general the technique is, and why you should keep an open mind about applying it!
Thank you very much! The anti derivative of ln(x) was one of my favorites when I was learning calculus.
6:04 what and what to exist "at the same time" ???
I just meant the positive and negative tangent lines (made by my marker)! A sign change of the derivative on a continuous graph must mean there is a tangent line with 0 slope somewhere.
that was easy
I told you!
why is this rule so famous tho? can you explain pls
Once calculus students learn this rule, they usually never go back to stuff like factoring or rationalizing because of how easy this is!
You did it very smooth bro 😊
Thanks! This proof is one of my favorites.
Is this in any way related to P Diddy?
calculus makes me reach my limit! hahahahah like and subscribe for more content
The proof is cool but I’m not comfortable with all of the ds, dx and dy manipulation, treating them as regular variables. I feel like coming up with a proof like this from scratch would require some prerequisite study in differential forms. What I’m trying to do instead is divide the interval [a, b] into n partitions, and work out the total diagonal lengths as a summation. Then let n go to infinite and re-arrange to get the arc length in terms of the limit definitions of the formula you gave.
There is another proof involving the Mean Value Theorem, but that one is (in my opinion) much less intuitive than this one.
Almost finished my semester and u saved me, tomorrow I have my semester 2 exam. THANK YOU !!!
You’re very welcome! Thank you for your words!
this SERIES of videos will help me pass my exam hooray!
Thanks! Good luck on your exams!
Wow! Amazing!
Thanks!