Applications of Integration - Free Formula Sheet: bit.ly/3ZdKSnK Calculus 1 Final Exam Review: ruclips.net/video/WmBzmHru78w/видео.html Next Video: ruclips.net/video/ctEpKZyxqFU/видео.html
Thank you so much. I’ve been struggling with calculus, and it has really made me questioned if I should keep going. After watching your videos, I felt a lot more confident and comfortable with calculus. I really appreciate your time in making these videos! ❤️❤️❤️
Professor Organic Chemistry Tutor, thank you for another exceptional video/lecture on the Midpoint Rule and Riemann Sums in Calculus One. This is an error free video/lecture on RUclips TV with the Organic Chemistry Tutor.
You, Patrickjmt and BlackPenRedPen are the best Calculus youtube channels! I am going to college online and having these videos really helps! I don`t like it when people talk down about their professors to lift up youtube teachers, but I think that these videos are key to feeling comfortable with these techniques in practice, as most professors only have time to really go into the concepts and lightly touch on techniques. Thank you for offering your help!
I have been watching your calc videos to prepare for calculus one that I will be taking over the summer. I really appreciate how you're so good at explaining difficult concepts. Not only is finding the definite integral faster, but it is also the actual answer. It makes it harder to learn the longer methods such as the midpoint rule knowing that the answer is less accurate and takes longer, but I guess if we have to know this for calculus it's worth putting in the extra effort.
You are totally awesome. How I wished all instructors teach as you do. Thank you, your tutorials really are such a big help. Hoping you could make some videos regarding abstract algebra. 😊
Holy shit, thank you so much bro, I have been navigating the whole internet searching formal numerical menthods for improper integrals and you have gave me the last pice of information I needed to understand the segmented quad rule for infinite integrals.
İ think it must be f(7) instead of f(6) the midpoints are 1 3 5 7 great video dude and i have a question if we are dividing areas for rectangulars why we cant find error at linear functions like ax+b . On the book error func. is f'' h cube divide 3 . i mean for x square we have (2. H cube divide 3) error
Without using n, you can technically use the usual integrating technique so as long as you have the a and b and function of the graph. In this video, he's just showcasing how to calculate for the area using Riemann sums (finding the area of the graph by using the sum of areas of rectangles)
Dr why isn't the number of terms 5 in the first example ? doesn't zero count as a term of "n" because from 0 and you divided to 3 points thats 4 and with the 8 thats 5 if you know what i mean, so could u please explain this point to me
By now you prolly figured it out but for the sake of the other people, you decide how many rectangles you may want to use. The larger the number although tedious, the better approximation.
well im learning this in calc 1 but i mean everything you learn you use it for future lessons and stuff so its applicable to calc 2 even more so, idk why it matters tho...
as useful as this video is for finding approximations, he forgot to apply the limit as n approaches infinity to get the actual Reimann sum. To find the actual answer you just used the fundamental theorem of calculus. when you combine this with the limits and the summation formulas, then you will actually get a Reimann sum.
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Applications of Integration - Free Formula Sheet: bit.ly/3ZdKSnK
Calculus 1 Final Exam Review: ruclips.net/video/WmBzmHru78w/видео.html
Next Video: ruclips.net/video/ctEpKZyxqFU/видео.html
My Guy you literally saving my degree here
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Thank you so much. I’ve been struggling with calculus, and it has really made me questioned if I should keep going. After watching your videos, I felt a lot more confident and comfortable with calculus. I really appreciate your time in making these videos! ❤️❤️❤️
Professor Organic Chemistry Tutor, thank you for another exceptional video/lecture on the Midpoint Rule and Riemann Sums in Calculus One. This is an error free video/lecture on RUclips TV with the Organic Chemistry Tutor.
You, Patrickjmt and BlackPenRedPen are the best Calculus youtube channels! I am going to college online and having these videos really helps! I don`t like it when people talk down about their professors to lift up youtube teachers, but I think that these videos are key to feeling comfortable with these techniques in practice, as most professors only have time to really go into the concepts and lightly touch on techniques. Thank you for offering your help!
Yes and also maths for thought
Don’t forget Brian McLogan either, he’s a real G
I have been watching your calc videos to prepare for calculus one that I will be taking over the summer. I really appreciate how you're so good at explaining difficult concepts.
Not only is finding the definite integral faster, but it is also the actual answer. It makes it harder to learn the longer methods such as the midpoint rule knowing that the answer is less accurate and takes longer, but I guess if we have to know this for calculus it's worth putting in the extra effort.
How could you dislike his videos :(
I always just imagine them hitting the dislike button in some sort of freak accident. 😂🤷🏻♀️
Some men just want to watch the world burn
They were crying too hard out of thankfulness and hit the wrong button
One of the best people to ever walk this Earth. We love you.
You are totally awesome. How I wished all instructors teach as you do. Thank you, your tutorials really are such a big help. Hoping you could make some videos regarding abstract algebra. 😊
Im very appreciative of your videos man, keep up with the great work...
Thank you. I missed class today, and I was going to cry over homework I couldn’t begin to understand. You made it better.
Another thorough and understandable explanation, your videos have been very helpful. Merry Christmas!
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i see khanacademy more for high school students
@@arjay_2002 Nah I'm high school and this guy explains it so much more concisely and quickly
Holy shit, thank you so much bro, I have been navigating the whole internet searching formal numerical menthods for improper integrals and you have gave me the last pice of information I needed to understand the segmented quad rule for infinite integrals.
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Very relaxing voice to listen to in the background while studying
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At 4:56 they accidently write f(6) instead of f(7). They do fix it later on, but yeah don't get worried, f(7) is correct.
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I like the course it is so helpful, i can't understand my professor at all. Thank you so much.
İ think it must be f(7) instead of f(6) the midpoints are 1 3 5 7 great video dude and i have a question if we are dividing areas for rectangulars why we cant find error at linear functions like ax+b . On the book error func. is f'' h cube divide 3 . i mean for x square we have (2. H cube divide 3) error
Yep he made a mistake there.
Great as usual!!
The ad goes like are the videos from 2006 really helping ?
My answer: yes they are
thank you, you saved my grade
What do we use the midpoint rule for in the beginning of the video? Is it for the left endpoints?
thanks sir, you are helping well :)
Why can't professors explain this this well? Smh. 🙄🙄🤦♂️
0:54 why is n=4??
He mentioned "We're gonna break it into 4 sub intervals" meaning for his given example, he decided to give it 4 subdivisions. Hence, n=4
what if not given any subdivisions, how would u create a formula without using n instead of actual subdivisions
Without using n, you can technically use the usual integrating technique so as long as you have the a and b and function of the graph. In this video, he's just showcasing how to calculate for the area using Riemann sums (finding the area of the graph by using the sum of areas of rectangles)
What can you do if you have the decimal..
What software do you use for the calculations? Please let me know.
Dr why isn't the number of terms 5 in the first example ? doesn't zero count as a term of "n" because from 0 and you divided to 3 points thats 4 and with the 8 thats 5 if you know what i mean, so could u please explain this point to me
How do you get the "n" and what is the "n" represent?
n is the 4 sub intervals which is equally divided
Fantastic! Thanks :)
Love ur vids
We should all drop the concept of college and line up in front of you.
I love math classes
How do I calculate n ?
By now you prolly figured it out but for the sake of the other people, you decide how many rectangles you may want to use. The larger the number although tedious, the better approximation.
Are these all calculus 1 videos? Please answer
Calc 2 intro
well im learning this in calc 1 but i mean everything you learn you use it for future lessons and stuff so its applicable to calc 2 even more so, idk why it matters tho...
Thank you
bruh i should pay you my college tuition
How u got the “n”?
The sub intervals or # of rectangles is how you get n
awesome
what is n ?
n is the 4 sub intervals which is equally divided
The number of intervals you wanna make under the graph, note the larger n is, the more accurate your approximation is.
what if b-a=0???
Its fine because that means the interval has no area
Sleepiest Six so it becomes an indefinite integral? lol or does the function become non-integratable
It means it’s a point bruh
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as useful as this video is for finding approximations, he forgot to apply the limit as n approaches infinity to get the actual Reimann sum. To find the actual answer you just used the fundamental theorem of calculus. when you combine this with the limits and the summation formulas, then you will actually get a Reimann sum.
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Your explanation is too good i m speechless here ❤ love from pakistan
thank you