画質 高画質

>Why, why... you ask?
>Both of the sides are approaching towards positive infinity (y-value) as the x-value approaches negative AND positive infinity. They have the same end behavior.
>If your memory's swell, which it should be, that means the leading coefficient's power is even.

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>First we'll put on our thinking caps for the end behavior.
>In its expanded form, the highest exponent of the leading coefficient will be 6.
>That means the graph can cross the x-axis to a maximum of 6 times. But it can also intersect 3...2....1.... GAME OVER.

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22. Avior 🥰💕 OmG that's incredible!

Gozar ... Wtf? 😱 He isn't really alive yet. xD

Salyon 😭💜 aaah~ ;3;

thank you for all your love for these OCs. Can't believe!! 😭😭😭💜💜💜💜

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21. Avior 🥰 ...wooooow 💜💜💜

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Happy Thursday to kny main hero and savior Kanao

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on a mission to save their home planet by observing human behavior and shooting happiness to them!

https://t.co/ZctZNtXtFU
PC: https://t.co/ELForB2twb

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It seems like Hekar once again activated the bad behavior punishment of his nanolatex suit. But this time his goo symbiote wanted to be of the party to get the upper hand.
Might be quite a lot of data to record from that~
Art (c) the lovely , thanks you again 💙🖤

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>Both ends of f(x)=x^2 approach positive infinity. They share the same end behavior.
>By the way, by the way! End behaviors are usually used in respect to positive and negative infinity.
>Moving on, it's different for f(x)=x^3.

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>You should know that the end behavior of polynomials are determined by its leading coefficient's exponent.
>If it's even, the end behavior for both sides will be the same. If odd, they'll be different.
>Here, I have f(x)=x^2 and f(x)=x^3 as our wonderful little examples.

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>That's the bare minimum of what there is to explain about limits. The technical side of learning how to take asymptotes, limits, and holes will be discussed at a later time.
>Let's skedaddle maddle on to end behaviors!

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>Asymptotes help determine limits AND end behaviors, which I'll get to soon.
>There can be multiple limits in a function. In 1/x, there exists 4 limits.
>The limit as x approaches negative/positive infinity and as it approaches 0.

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UNIT 1: LIMITS/CONTINUITY P.2

>Oh... Did I get sidetracked? I'm sorrry, and I mean it! Don't look at me like that.
>We'll be finishing the rest of the definitions for asymptotes, limits, and end behavior!

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10. Villains? you mean more "which of your OCs are actually one of the good guys?" xD

But Villains are:

- Avior
- Salyon
- Zolin
- Gozar

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[Victor Creed Stats]
non-Sabretooth mode.

-7ft
-400lb
-feline eyes/ big cat behavior

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8.
1. Pic ship Virasandel (by ) & Avior
2. Pic ship Zagreus (by ) & Avior
3. Pic Ship Eve (OC by good friend) & Salyon
4. Pic Ship Ylin (OC by same good friend) & Zolin

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So I decided I must draw existential crisis mode director being gently caressed by our lord and savior Mothman enjoy.

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UNIT 1: LIMITS/CONTINUITY

>Okie dokie, let's get started, shall we?
>First and foremost when it comes to graphing functions by hand, you would want to establish the domain, range, asymptote(s), limits, and end behavior!
>I'll get to them shortly, don't be too impatient.

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of webinar: How to⬇️ Stress of K-12 Child Dev. from COVID-19 uncertainty
🔑take away: MODEL the behavior, explicitly make 🔌, & try
T- turn challenge↔️opportunity
E-evaluate all sides
A- act to move ➡️
M- make 🕰to reflect

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