There are two other common convergence tests that I didn't include in this video: 1. Root test - use when everything is raised to the power of n 2. Absolute convergence test - use when dealing with series that go from positive to negative but don't alternate, such as Σsin(n)/n².
This is incredible! What a great way to organize things. This is far better than watching hours of other videos. It's definitely gonna help on the AP Calc test. Thanks!
Thank you for leaving a couple seconds of the whiteboard alone up at the end. I like to take screenshots so I can use them to review before tests, and you make it easier!
so grateful!!! Honestly I know each individual test but I was having a hard time understanding when to use what and this video made everything finally click!!!
Bro that was super useful!! I just had a test, and last minute came across...really made the deciding process much much easier. Could you please extend it to include series in terms of trignometric and logarithmic functions?!
My calc 2 professor barely helps me out and only helps me when i understand the material. Why does she have that job if she isnt going to help her students and the class isnt even engaging at all On a side note, you just explain it so better. You would make a great calc 2 professor
A bit of nitpicking, I think your tongue slipped at 13:06, it is a horizontal asymptote (but if someone is interested in series, that's something he/she already knows, maybe?) But a very nice video! I like your classification a lot!
Telescoping is usually a method to find the exact value of a series rather than showing that it converges, so that's why I left it out. There are a few methods that I didn't mention which might have their own categories. My goal for this video was just to help students for a convergence test exam!
Thank you so much for the video, i have something i couldn't get in the weird serie of n2*3n/n! in the 9:10 minute, when i calculate the limit i found it 6, so it is supposed to be divergent, and i don't know what i exactly did wrong, can you please explain why is it convergent ?
If you do the ratio test on that series, you should find that the ratio between consecutive terms approaches 0 as n approaches infinity. By the ratio test, this means the original series converges because r < 1.
Dude, have you thought about bulking? you have a solid frame, you’d be muscular giga math chad if you think about it. You’d end up converging everything in life, please leave some for the rest of us.
There are two other common convergence tests that I didn't include in this video:
1. Root test - use when everything is raised to the power of n
2. Absolute convergence test - use when dealing with series that go from positive to negative but don't alternate, such as Σsin(n)/n².
This is a great video for Calc 2 students.
man this is calc 1 for me like what the helll....
This is incredible! What a great way to organize things. This is far better than watching hours of other videos. It's definitely gonna help on the AP Calc test. Thanks!
Thank you for leaving a couple seconds of the whiteboard alone up at the end. I like to take screenshots so I can use them to review before tests, and you make it easier!
And now I'm rewatching this video because I have a test on Sequences and Series today. Wish me luck!
I think I just found a gold mine of helpful videos! Thank you!!
FINALLY!!! I've understood which series test to use. This video is very helpful. Thx a lot mate.
I am glad that I found this video before test
This was super helpful thank you so much! I hope you have a great day and bright future!
Super helpful, this was the biggest concern for me in calc 2. Will be practicing more and more. Thank you for this!
I cant believe this video is free. Thank you brother...
Dude this is actually so helpful, gonna be taking my Calc BC exam next week!
Very organized for different kinds of est! Good job!
Such a good summary, thank you so much!
so grateful!!! Honestly I know each individual test but I was having a hard time understanding when to use what and this video made everything finally click!!!
very much struggling to hang on on this last leg of BC calc. This was a very useful video for me, thank you so much!
Wild. I just learned this in calc 2 today!
I never comment on videos i watch but…👏👏
Bro that was super useful!! I just had a test, and last minute came across...really made the deciding process much much easier. Could you please extend it to include series in terms of trignometric and logarithmic functions?!
Isn't the internet just awesome?
This is so helpful!! I have my Ma1a placements next week 😅😅😅😅😅
English is not my first language but bro was amazing
My calc 2 professor barely helps me out and only helps me when i understand the material. Why does she have that job if she isnt going to help her students and the class isnt even engaging at all
On a side note, you just explain it so better. You would make a great calc 2 professor
It really helped me understand thankss!!
Thank you ! Keep working! ✊
I wish I found this video before my midterm.... I got it for my finals though 😃
Great job in the little minutes 🌸 tankss
Honestly thank you.
bro might be the calc goat
Bro you are actually amazing, I have my BC Calc test tmrw and this is such a great sum up!
that was pretty constructive !
excellent video
Cool job
Can you please record a video on solving more equations
Thank you for thiiiiissss!!!!
Nice Video!
your so awesome bro tnx for teaching us
#maths is awesome
amazing!!!
A bit of nitpicking, I think your tongue slipped at 13:06, it is a horizontal asymptote (but if someone is interested in series, that's something he/she already knows, maybe?)
But a very nice video! I like your classification a lot!
Yes, that is a horizontal asymptote!
Thank you 😊
For the third one:
ne^(-n^2)=o(1/n^2)
You're so amazing i love you
Dumb question, the telescoping, cauchy and the rest are included in the basic category?
Telescoping is usually a method to find the exact value of a series rather than showing that it converges, so that's why I left it out.
There are a few methods that I didn't mention which might have their own categories. My goal for this video was just to help students for a convergence test exam!
@@MuPrimeMath well done. Thank you.
very nyc explaination
Hey im from Oregon too
insanely helpful, thank you so much!!!!!!!
Anyone else feel bad cuz it’s hard to write on the whiteboard as a leftie
thx bro
Sir could please prove that the series (sin n)/n is not an absolutely convergence??
Ok, but how do I make all of this look rigorous enough to make my professor say "ok he did enough"?
Thank you so much for the video, i have something i couldn't get in the weird serie of n2*3n/n! in the 9:10 minute, when i calculate the limit i found it 6, so it is supposed to be divergent, and i don't know what i exactly did wrong, can you please explain why is it convergent ?
If you do the ratio test on that series, you should find that the ratio between consecutive terms approaches 0 as n approaches infinity. By the ratio test, this means the original series converges because r < 1.
11:03 13:30
ANGEL
Dude, have you thought about bulking? you have a solid frame, you’d be muscular giga math chad if you think about it. You’d end up converging everything in life, please leave some for the rest of us.
I'm in pre calc I shouldn't have to do this shit
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heres something that doesn't fit the ratio test example... (10^n)/10n