You are an absolute gun!! I feel soo bad that I didnt start looking at your videos earlier. Most teachers now days just show us HOW to do something but you also explain WHY you do and and WHY it works in detail!! Thank you soo much!
I know this is an old video but it is really good! Was really struggling on this and was really worried about failing but this really helped alot, thank you
Damn Eddie Woo, you clearly and completely explained it within 6.5 minutes. Thank you sir. I can now go back and continue on with my actual online class.
Sir, then how do I get the real understanding of Integrals and definite integrals, cause once I see that funny S sign, I get lost as to what to do next.
Sorry, i didnt get that. How can it be that ∫ dF is equal to F(x) + c. Because with the expression of ∫ f(x) with respect to e.g. dx you integrate a function with respect to a variable. But when you say ∫ 1 dF you integrate 1 with respect to the primitive function, so you integrate with respect to a function, which makes no sense in my opinion. I think there might be a relation and in a confused mathematical way it's surely true but I dont get it.
Can you please help me out with this question: Find the area bounded by the curve y=sqrt(4-x^2), the x-axis and the y-axis in the first quadrant. The answer is pi or 3.14units^2, but when I evaluate it, it doesn't work
Even though I am just beginning to learn calculus, I think the best way is to treat it as a notation. it behaves like a fraction as @SeeTv said but its just a resemblance. I feel its best to not confuse b/w the two
You are an absolute gun!! I feel soo bad that I didnt start looking at your videos earlier. Most teachers now days just show us HOW to do something but you also explain WHY you do and and WHY it works in detail!! Thank you soo much!
parasdeep singh literally my entire school career
WHY DOES THIS HAPPEN
It is how learning works, right? As you said, AN ABSOLUTE GUN!! :)
Would like to let you know
I was getting 60s in calculus
Once I found your videos I am now getting 80s
My average was brought up to a 70
Thank you
You’re an amazing teacher! The way you simplify these concepts is truly a gift. Thank you.
your explanation is awsome......i salute you
I know this is an old video but it is really good! Was really struggling on this and was really worried about failing but this really helped alot, thank you
I didn’t know differentiation and integration could be related in the way you showed... THANK YOU 🙏🙏🙏🙏🙏
I wish you were my professor!! Thank you for all your helpful videos!
So excellent. This nomenclature has confused me for years. So easy to mistake if someone does not point it out specifically
this is an amazing explanation. It makes me feel that math isn't too difficult to learn when it's explained well.
Tell you what mate, these videos are top notch. Thanks for making it easier!
This is such a good video about the two THANKS SO MUCH
Bermodalkan kuota internet dan niat belajar. Tuhan memberkati teknologi. Terima kasih Abang Woo.
Damn Eddie Woo, you clearly and completely explained it within 6.5 minutes. Thank you sir. I can now go back and continue on with my actual online class.
The thing I’m struggling with is what does riemanns idea of making infinite rectangles actually got to do with the maths when it comes to integration?
Thank you so much, this was so hard to figure out, because the big s sign is very mysterious sometimes.
Sir, then how do I get the real understanding of Integrals and definite integrals, cause once I see that funny S sign, I get lost as to what to do next.
@@noneAsianify uhhh sir you need to learn integrals, which I hope you have by now lol
Maths is so enjoyable :D
SO GOOD!
Thank you very much!
Sorry, i didnt get that.
How can it be that ∫ dF is equal to F(x) + c. Because with the expression of ∫ f(x) with respect to e.g. dx you integrate a function with respect to a variable. But when you say ∫ 1 dF you integrate 1 with respect to the primitive function, so you integrate with respect to a function, which makes no sense in my opinion. I think there might be a relation and in a confused mathematical way it's surely true but I dont get it.
Legend!
to be honest i look up to you..... you're such a gun
From india
❤️🙏🙌🤸
Good. But Tom Apostol writes, primitives or antiderivatives are not exactly indefinite integrals (Calcukus, Vol I, p. 211).
Primitive Function = Antiderivative
Gradient = Slope
Can you please help me out with this question:
Find the area bounded by the curve y=sqrt(4-x^2), the x-axis and the y-axis in the first quadrant.
The answer is pi or 3.14units^2, but when I evaluate it, it doesn't work
The main reason is that I am not sure what the primitive function is.
i came here from kumon who else is confused asf in level L
What does kumon mean??
@@andrjsjan4231 a tutoring service for math
I'M THE 1000TH LIKE
1/d dx = ∫dx?
Hello
Shouldn’t be treating dF/df like a fraction
Minecraft Clips It behaves like a fraction but it isn't a fraction. I know it's weird.
Even though I am just beginning to learn calculus, I think the best way is to treat it as a notation. it behaves like a fraction as @SeeTv said but its just a resemblance. I feel its best to not confuse b/w the two
Hello
hi