Alternating Series | Estimating the Remainder
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- Опубликовано: 13 дек 2024
- One of the nice features about Alternating Series is that it is relatively easy to estimate the size of the remainder. Indeed, the nth Remainder is simply less than the n+1 term! So not only are Alternating Series straight foward to decide whether they converge or not, but the estimate is also straight forward.
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hello! i'm a high school sophomore who's taking calculus 2 later this summer, and these videos have been a lifesaver! they've really helped me get familiar with the material before i take the course. thank you so much for these
That's pretty good! I'm a middle schooler that recently tested out of this course, and I plan on taking calc 3 the summer before 8th grade, so this summer. I'm very competitive because there is this program that lets you take calculus 3 as a sophomore, and I want to beat them!
You probably won't see this but thanks anyways!
@@awesomecodeyay8382 Nerd
I thought I was the shit for taking calc 2 junior year… always nice to be humbled both by the comment and by the replies
I'm currently on 6th grade and I'm taking calc 2 right now. Will take calc 3 over the summer
Yeah I'm better than you
Do you know where I can find more complicated examples with steps?
Just an FYI, I think this is out of order in the playlist, where it currently precedes the video over AST.
Thank you
Helped me pass calc. Hero
What the hell are you even talking about…. Jesus….. this isn’t percent error formula? I’m outta her
Percent error is associated with a different subject and has to do with functions, not infinite series.
@@Alexcbec38 thanks man👍🏻
prove of the error test: zh.wikipedia.org/wiki/%E4%BA%A4%E9%94%99%E7%BA%A7%E6%95%B0%E5%88%A4%E5%88%AB%E6%B3%95
or here
en.wikipedia.org/wiki/Alternating_series_test