Limits of a Sequence

The video introduces the concept of determining if sequence converges or diverges.

[ana-cerv]

Thank you, these lessons are super helpful! I also appreciate that you show us how to graph functions on the calculator, I can draw them and graph them online, but knowing my way around TI calculators is always a good thing :)

[Mathispoweru]

This video refers to a sequence converging, not a series. If the sequence approaches a value specific value, the sequence will converge. Just because a sequence converges, this does not mean the series would converge. Even if the sequence converges to zero, the series may not converge.

[Mathispoweru]

This video covers limits of a sequence. I think the other video you are referring to is limits of a sequence, which is different. A sequence is a sum of series.

[zmanfilms]

@cugierkoteczka Why did you put emphasis on "AT"?

[ทิพพาแก้วหนองแสง]

Thank you it is clearly concept and easy to learn for my students.

[Seedofwinter]

Sequences should not be looked at like one looks at a linear function such as "x^2+ 1". A sequence is a list, and they start at 1 and go forward positively.

[mnava]

thank you very much, i love these videos and they help alot.

[SakuFlame]

um, u just gave both videos the same description

[Iberedmas]

I am not satisfy with your graph, because there is no zero in the x axis. You just start with 1. If you can tell me why the x axis start with 1, I will be happy

[kiransagar]

Man... U got issues.... But lets not fight over it . I got an advice ... U can always draw ur own graph ! :D