How to do Calculus in Under 10 Minutes
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- Опубликовано: 3 июл 2024
- How do you do calculus on under 10 minutes?
In this math lesson we will look at the two things that calculus is used for:
1. Working out the area and volume of curved shapes, and
2. Working out the instantaneous rate of change of a curved function - that is the slope on any point of the curve.
All in under 10 minutes!
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It really helps and is appreciated!
When you put it like this, I'm embarrassed that I had trouble with calculus before.
I must say at school I could do calculus but often had little idea why I was doing it.
Totally agree.
Missed your videos! I'm no longer in school (getting a little long in the tooth), but really really enjoy the videos! I only got as far as trig in school, so I appreciate the succinct description of what I always thought of as "scary math"
Loved your method of explaining calculas
Glad to hear that! Thanks for watching.
Awesome teacher, you are. I wish I had had you for two years of high school math, instead of Sister Jeron.
Thanks so much for explaining this so clearly. I don't feel as scared of calculus after watching this video and am excited to learn!
You are truly a "Great Teacher"!
I came for heavy breathing, and wasn't left disappointed by the end of the video!
Also, good calculus. It's a bit vague from school, a long time ago, but a nice refresher. I always get thrown when people say that the curve can be described by a function. How? Where did that function come from? How do I work that out? I don't remember if we ever found out.
Glad you enjoyed it!
This is great! Maybe more of these slightly more complicated over time.
this vid is great ty for helping me
Workable thanks
I’m not learning calculus yet but I’d rather have an understanding of what it is before I start it in school and this video helped a lot.
I've always been intimidated by calculus andt o be honest I still am. I need to be to do algebra and geometry better. Thos video shows me that I have a LONG way to go before i get to this. I have learned a lot from the videos that you produce. Thank you! 👍🏼🥓🥓🥓
would have been useful to define the word 'slope'.........is it an angle e.g. 17 degrees or.....change in X from an origin...
The point in time when this stopped making sense to me was when you magically changed X^2 to X^3/3.
To integrate x^#, you add 1 to the #, then divide by the number you get after. There is an exception if x= -1, which has a separate rule.
In the video, for integrating x^2, 2+1=3, so the integral of x^2 is (x^3)/3.
Another example: 7x^-4. Ignore the 7 for now, and add 1 to -4. You get x^-3, then divide by -3. Incorporating the 7 that the x to the whatever is being multiplied by, you get 7(x^-3)/-3, which can also be written as -7/3(x^3).
@@ItsMzPhoenix thanks...
@@Efendi-000 i worked out the magic! ∫x^2 dx (the formula is: x^n + 1 / n+1. so we know x = 2 n = power of x, so re write the formula: x^2 + 1 / 2+1 = x^3/3 😁
Here I am until this video gets 1 Million plus views
By next week I'm sure!
im in 3rd grade and im tryna learn this. im at the start of the video but i really hope itll help me! (Dont ask why i wanna know calculus).
What's with the weird audio breathing track that comes in at like 10:40 and then plays all the way to the end, through the awkward darkness final minute of this video? Very creepy.
What can I say - I'm a creepy guy. 😅
But thanks for letting me know - I'll edit it out!
👩🏽💻
im legit in 8th grade i don’t know why im watching this
im in grade 6 and doing this on my own terms like if your proud of me
Me too
I stopped getting your videos? ❤
Probably when I got hacked.
Fingers crossed!
Smashing
I too lost your vids sometime...great they/you are back.
PS The "they/you" has nothing to do with gender alignment 😅
First