Question

No more sequences

Answer 1

Lets start off by defining a Sequence
Is from the Latin root sequi (fancy), to follow. In math it refers to a series of terms in order. Want to know the root? Basically the results that follow an event. A suitor (one who follows a lover ;), Happy Valentines day).

There is a confusion with `Sequences` and `Series` since both terms have similar meanings when we use them.

`Series` in Latin means to join. We'll get back to this later.

SO lets start of with \[\huge \text{SEQUENCES}\]

Answer 2

Alright, so going back to math, we define the `sequence` as a group of terms in a row. For example: 2, 4, 6, 8.



I'm going to talk about arithmetic progression and geometric progression.



Examples are always the best way to learn, as I see it at least, so lets do it.