The number of partitions going to infinity doesn't guarantee an exact answer. You can after all let the number of partitions from x=1 to x=2 go to infinity and just have one partition between 2 and 4 and naturally, not get an exact answer. You want what is called the norm to go to zero which basically means that the largest base is tending towards zero as the number of partitions go to infinity
I understand the plight of making minor errors in my videos. They seem huge, but we are all human. Great video!
What a wonderful teacher you are, respect to you sir.
This video was awesome. You’re a math genius but you’re human as well. Keep showing you’re human in these videos.
You are the best teacher!
Woow i really enjoy your videos maaaan👌🏼
Phenomenal....
great video. pls go on on this tpic. and also u can make some ideos about the epsilon delta definiton of limit. thanss
Another great video!
Love the math and the explanations, but I really want to know what brand of chalk do you use
Excelente
Your first comment! You are doing great bro.
🤝
where do you get your hats
33/2
😮
The number of partitions going to infinity doesn't guarantee an exact answer. You can after all let the number of partitions from x=1 to x=2 go to infinity and just have one partition between 2 and 4 and naturally, not get an exact answer. You want what is called the norm to go to zero which basically means that the largest base is tending towards zero as the number of partitions go to infinity
This is what I do when I forget the formula for the area of a trapezium
lim{max(delta_x_i)->0} - in my opinion it’s better.
asnwer=1x dx ilm oo