No offense, but understanding what an integral is should not take years. It is not that complicated, and even solving this integral would be incredibly simple, just using the fundamental theorem.
@@nickhollister2268 It's Easy to Understand for a Student Who is Pursuing science, Not all It's easy for me, But when I leaned it First time 2 years ago, it took me 2-3 weeks to understand What it is
I think the solution is (0.6 ^ 2) - (0.2 ^ 2) = 0.32 🥳 That's the only step I can do in whole calculus, integration related math. All the remaining content in calculus. I don't remember it, I hate it, and I don't know how people do that. 🤷♂️🙃 It feels like I lack some brain cells to even understand any of it. And I like doing algebra, trigonometry, probabilities, programming. This calculus & integration. 😡😡😤 Are Curse of my life.
@@ybrbnf333I don't know but i know it's used in physics and data science which is the major I'm about to study. There are reasons why they exist. If they are useless, nobody would learn them.
Use the Power rule to get 1/3 x^3 then evaluate this new function at 0.6 minus the new function at 0.2 and simply and bomb you found the area under the x^2 curve in the bounded domain of 0.2 to 0.6
in this video, we can see that the dx rectangles use to approximate the area under the curve between the two values are right reimann sums, meaning that the ends of the rectangles meet the curved line at the top right corner of the rectangle, making the approximate bigger than the exact area in that particular space under the function.
Ridiculosly thin one dimensional strips ( having only length), when stacked, gives rise to a 2 dimensional field with Area. Moreover now the shape can be irregular, still we can arrive at the Area. Now three dimensional, integration gives the volume. Major Revolution, Arithmetic with numbers were there for long, but the way of representing numbers with Symbols, started Algebra, and Functions were defined. Geometry is very old. But combining geometry and Algebra on a two dimensional plane is revolutionary Analytic geometry. Then came Calculus.
I am kinda proud that I knew the first woman was Kim Kardashian, given that I found out about her 2 years ago (although wrongly). Last week, a waitress in Sweden told me about her exploits. I feel like I am getting cooler.
when that one teacher let you learn intuitively, let your imagination run, and give you a perfect visualization. rather than shoving you some solutions that you knew when and where to use for just random solving
Brother I am a 11 th grade student from India. I have chosen science as my main subject, its very hard for me to understand physics, it will be very helpful if you make a long form video on integration, differentiation and physics.
@@asiamies9153 yes exactly people just follow the math rule and get integrals. The theory is it's an infinite amount of reimen sums. OK I get that. But how and why does following that process work? There is no proof written.
I think the solution is (0.6 ^ 2) - (0.2 ^ 2) = 0.32 🥳 That's the only step I can do in whole calculus, integration related math. All the remaining content in calculus. I don't remember it, I hate it, and I don't know how people do that. 🤷♂️🙃 It feels like I lack some brain cells to even understand any of it. And I like doing algebra, trigonometry, probabilities, programming. This calculus & integration. 😡😡😤 Are Curse of my life.
@@asiamies9153 Wow. I thought I learnt atleast that point correct. 😄 Why do my brain cells hate calculus, integration area so much. Why do the people who decide school curriculum love it so much. 🤦♂️ In a way lack of ability to do calculus destroyed my life. And I didn't get your explanation about how you got those numbers. Please post explaination video link available. And that long S symbol does not mean Sum. (May be you simplified it.) 🤔 I expected an explanation about that too in your style. I liked your style of explanation by the way. 🫰
@@asiamies9153 Now I understood. Thanks. I skipped the solving part. Actually that's the part I don't like (solving the eq). 😅 or cannot understand much. It feels like some Russian, or Chinese language I don't know the rules. Every step feels so unexpected, nobody explains the logical reason of why it should happen only in that way not the other way. I like every other area of math. Like probability, algebra, geometry, trigonometry, matrix (some parts). I used to enjoy them as a kid. And I thought I can enjoy math for life. 🤗 And then came Calculus. I cannot even take one step. 🥴 Substituting I can do. But I guess even a 7th grade student can do ofc. 😅
it’s helpful in physics and other sciences. the simplest example is if the curve is the speed of something, the integral determines how far it travels between 2 points. there are more applications but i would have a hard time explaining them
@@yj-yuanjun I'm currently studying algebra 2 but our class is still on basic freaking arithmetic. I just can't comprehend this topic, yet. And I'm excited that I'll tackle this topic once I begin my h.s journey. This just too complex, thanks for simplifying it, though, base on my research it is still the same 🤝
For God so loved the world that he gave his one and only Son, that whoever believes in him shall not perish but have eternal life. For God did not send his Son into the world to condemn the world, but in order that the world might be saved through him. John 3:16-17 Jesus loves you 🔥🔥🔥 pls don't take this the wrong way
![Megan Thee Stallion - Roc Steady (feat. Flo Milli) [Official Video]](http://i.ytimg.com/vi/HozPPyqW0dY/mqdefault.jpg)
Now we need taylor explaining the taylor series
Lmao 😂
there's already one from a month ago =D
It has already been done
Bro you're a genius, and then make Morgan Freeman explain De'morgan theorem😂
Facx
Nah we got kardashians explaining math before GTA 6
Learning calculus on RUclips 3 months before I actually start calculus
Same lmao
I'm learning it probably about 2 or 3 years before lmao
I’m learning it many years before. I’m still in Primary or Early Middle school for Americans
Lmao im learning it on the fly 😂 I'm already in uni @@Jaykielol
@@Jaykielolme too lol. Which country you from
Taylor need to explain the taylorism
ARE YOU TELLING ME THAT YT SHORT TAUGHT ME IN 1 MINUTE WHAT I COULD NOT UNDERSTAND IN YEARS?????
No offense, but understanding what an integral is should not take years. It is not that complicated, and even solving this integral would be incredibly simple, just using the fundamental theorem.
@@nickhollister2268 wow you a genius, not🥱
@@nickhollister2268 It's Easy to Understand for a Student Who is Pursuing science, Not all
It's easy for me, But when I leaned it First time 2 years ago, it took me 2-3 weeks to understand What it is
I think the solution is
(0.6 ^ 2) - (0.2 ^ 2)
= 0.32
🥳
That's the only step I can do in whole calculus, integration related math.
All the remaining content in calculus.
I don't remember it, I hate it, and I don't know how people do that. 🤷♂️🙃
It feels like I lack some brain cells to even understand any of it.
And I like doing algebra, trigonometry, probabilities, programming.
This calculus & integration. 😡😡😤
Are Curse of my life.
How can you not know this in an integral class💀
This video taught me what integration is. I'm not joking. I had no idea how it operated, now i do. I thank you very much.
Don't lie to yourself. You don't know how to integrate and why. You'll never use it in your life
@@ybrbnf333okay but ur gay yk
@@ybrbnf333 f*ck yourself an be respectful
@@ybrbnf333I don't know but i know it's used in physics and data science which is the major I'm about to study.
There are reasons why they exist. If they are useless, nobody would learn them.
@@minhtrietquach1519bro it’s the fundamentals of math(not fundamental as in primary school level)
You deserve to be mentioned on some mainstream TV programme 👏🏼
Ergo the riemann integral is just a way of understanding dx in a geometric sense
MAN, THIS IS AN AMAZING EXPLANATION!
Use the Power rule to get 1/3 x^3 then evaluate this new function at 0.6 minus the new function at 0.2 and simply and bomb you found the area under the x^2 curve in the bounded domain of 0.2 to 0.6
Wow AI is impressive!
This is actually helpful somehow
in this video, we can see that the dx rectangles use to approximate the area under the curve between the two values are right reimann sums, meaning that the ends of the rectangles meet the curved line at the top right corner of the rectangle, making the approximate bigger than the exact area in that particular space under the function.
Thank you bro 🙏 you would be an excellent teacher in the classroom
We passing math class with this one boys😂
Area= width × length. So integration is advanced method for knowing area in a graph.
Bro made mathematics interesting 😂😂😂
This is the greatest thing that internet ,RUclips and AI has given us mankind yet 😂😮😮
brain nourishment
Still better than my calculus teacher 😅
Ridiculosly thin one dimensional strips ( having only length), when stacked, gives rise to a 2 dimensional field with Area. Moreover now the shape can be irregular, still we can arrive at the Area.
Now three dimensional, integration gives the volume.
Major Revolution, Arithmetic with numbers were there for long, but the way of representing numbers with Symbols, started Algebra, and Functions were defined. Geometry is very old. But combining geometry and Algebra on a two dimensional plane is revolutionary Analytic geometry.
Then came Calculus.
So coool you're an amazing Master to teach mathematics ❤
The answer is 0.624 units and the integration of x^2 is (x^3)/3
The answer is 1/3(0.6^3-0.2^3) = 26/375 = 0.069333...
I am kinda proud that I knew the first woman was Kim Kardashian, given that I found out about her 2 years ago (although wrongly). Last week, a waitress in Sweden told me about her exploits. I feel like I am getting cooler.
Boiiiii didn't forgot the limit.
I like Taylor Swift ☠️💀
when that one teacher let you
learn intuitively, let your imagination run, and give you a perfect visualization.
rather than shoving you some solutions that you knew when and where to use for just random solving
Wait why did this unironically help me wtf
They really dont need a nxt video for that 💀
Please explain the first principle
Newtonian and Leibniz
I havent touched calculus yet, and in learning alot
0.0693 recurring is the answer
same
Idk if this is useless, or useful, it's kind of educational very well
Brother I am a 11 th grade student from India. I have chosen science as my main subject, its very hard for me to understand physics, it will be very helpful if you make a long form video on integration, differentiation and physics.
Bro sorry I didn't see this yet, I will bro they just take so long I'm really sorry how long its taking
I recommend you to watch 3bue1brown videos about calculus. They explained it in details and with easy visual interpretations
If Kim starts to teach me maths I won't miss a single class ❤
The symbol does not represent any letter. It's just a symbol comming from the f that stands for function
Musian Mathematician Taylor Swift ❤
I remember one of my friend wore a
You Wanna int 2xdx lim 0 to 13 tshirt and getting a week suspension 😂😂😂
The male AI looks so realistic 😮
Ans - 0.06933...
Ahh I love negative area
@@electricgamer_yt4753 Bro
I want to write this:
Ans - 0.069(+)
@@Allinone-je1cr lmao oops
Even though this is some shorts this is actually super good
I learnt some calculus somehow???
Perfect Bro ❤
It has never been explained why it gives you the area under the curve.
By definition. They just showed you with the gazillion bars. The S notation is just a way of expressing that sum of the areas of very thin bars.
@@exmachina767 Maybe he meant that, say, why does 1/3*x^3 give that area for the function x^2
by definition. if you ask about how to actually calculate them, that's newton-leibniz theorem for you
@@asiamies9153 yes exactly people just follow the math rule and get integrals.
The theory is it's an infinite amount of reimen sums.
OK I get that.
But how and why does following that process work?
There is no proof written.
So many misogynists in here commenting that it's not real.
This is unfortunately the only way some kids are gonna pass calculus 😂
Wow we'll be waiting for the explanation
Can you explain ordinary differential equations like this ?
thanks guys
Keep it up. ❤😃🙌
I think the solution is
(0.6 ^ 2) - (0.2 ^ 2)
= 0.32
🥳
That's the only step I can do in whole calculus, integration related math.
All the remaining content in calculus.
I don't remember it, I hate it, and I don't know how people do that. 🤷♂️🙃
It feels like I lack some brain cells to even understand any of it.
And I like doing algebra, trigonometry, probabilities, programming.
This calculus & integration. 😡😡😤
Are Curse of my life.
The answer is 1/3(0.6^3-0.2^3) = 26/375 = 0.069333...
@@asiamies9153
Wow. I thought I learnt atleast that point correct. 😄
Why do my brain cells hate calculus, integration area so much.
Why do the people who decide school curriculum love it so much. 🤦♂️
In a way
lack of ability to do calculus destroyed my life.
And I didn't get your explanation about how you got those numbers.
Please post explaination video link available.
And that long S symbol does not mean Sum. (May be you simplified it.) 🤔
I expected an explanation about that too in your style. I liked your style of explanation by the way. 🫰
@@TarunKanthK You forgot to integrate, so you just directly substituted 0.6 and 0.2 to x^2. You have to integrate x^2 first before substituting
@@asiamies9153
Now I understood. Thanks.
I skipped the solving part.
Actually that's the part I don't like (solving the eq). 😅
or cannot understand much. It feels like some Russian, or Chinese language I don't know the rules.
Every step feels so unexpected, nobody explains the logical reason of why it should happen only in that way not the other way.
I like every other area of math. Like probability, algebra, geometry, trigonometry, matrix (some parts).
I used to enjoy them as a kid. And I thought I can enjoy math for life. 🤗
And then came Calculus. I cannot even take one step. 🥴
Substituting I can do. But I guess even a 7th grade student can do ofc. 😅
Ans 0.069 (approx )
Does no one understand that all those celeb videos are AI and not real??? Seriously guys???
no it’s real, i am kim’s cameraman
I was her left buttcheek, definitely remember this day and couch
Yeah, are you an NPC?
Yeah no it was real
it's clearly real dude, can't you see that?
Taylor swifts and interupts kim😂😂
WHERE IS THE NEXT VIDEO???
MAN IM SO DONE WITH THE EDUCATION SYSTEM
I wish i had these before
The answer was 0.32 if I'm not mistaken
You forgot to integrate. The answer is 1/3(0.6^3-0.2^3) = 26/375 = 0.069333...
0.06934 approximately
0.06933... is approximately 0.06933
Which ai is this ?
Bet you won’t make one with diddy lmaooo
=x³/3+C => (0.6)³/3 - (0.2)³/3
Pick a negative or discontinuous function and try explaining it
Edit : like ln or sin or (-x³+x²)÷(cosx)
Technically not a million. Countably infinite many.
What is that curve?
said integral is equal to 0.4/3
0.208/3 because you use anti derivative and not the derivative
@@yj-yuanjun what rule is that
@@mihaleben6051 “fundamental theorem of calculus” and “the power rule of integration”
@@yj-yuanjun oh.
Then whats x^z+1 - y^z+1 /z+1
Where z=amount of x in the integral.
Where’s the next video
x² ---> x³/3 + c
x^n ---> x^(n + 1) / (n + 1)
idk what youre trying to cook but thats just wrong lmfao
@@trtorio it's right
Bro wanted to flex his 2nd grade math knowledge
@ultimatetroll_yt its between the limits 0.2 and 0.6 so the answer isnt complete
Calculus, or in german: Infinitesimalrechnung
Ans - 0.144/3
No
"Taylor series" was given by Taylor Swift. Is it ??😂
Answer is 0.06933333333333333333333333333333
can someonen link the next vifdeo
It's 26/375
She’s not brilliant, we all learn this in high school geometry class. I guess to her PR team it looks amazing.
Geometry?
No one learns this in geometry class lmao. Also, you realize this is AI right? It's becoming pretty clear you never finished HS.
Maybe you should go back to high school
Ah yes, geometry indeed.
Geometry lol
Nah this is actually crazy cutting edge content creation brother 🫡
These a super just when i needed them🤣
Based
8/375
What's the purpose of that?
it’s helpful in physics and other sciences. the simplest example is if the curve is the speed of something, the integral determines how far it travels between 2 points. there are more applications but i would have a hard time explaining them
@@yj-yuanjun I'm currently studying algebra 2 but our class is still on basic freaking arithmetic. I just can't comprehend this topic, yet. And I'm excited that I'll tackle this topic once I begin my h.s journey. This just too complex, thanks for simplifying it, though, base on my research it is still the same 🤝
@@akosibrothercoolpzzle123 good luck on your educational journey
For the majority of us now a days, it won’t be used in our daily lives, but it’s better for us to problem solve than watch tiktok everyday
Doesn't have to have one. Your life has no purpose yet you are doing perfectly fine.
≈0,0693
0.071
0.0693
=0.0693333333333333...
For God so loved the world that he gave his one and only Son, that whoever believes in him shall not perish but have eternal life.
For God did not send his Son into the world to condemn the world, but in order that the world might be saved through him.
John 3:16-17
Jesus loves you 🔥🔥🔥
pls don't take this the wrong way
how are you doing it man I also want to do it in my own language called telugu please tell me I am very much interested please
If they were naked i would learn more
no you wouldn't
brain nourishment
0.0693