3..のTwitterイラスト検索結果。 5,360 件中 192ページ目
DA seems to be imploding so..
Hello? Is this thing on? 1..2..3..
#art #drawing #space #floating #help
#whatamimeanttowritehere
https://t.co/YGy4OaWyXD
[#SIFEN, #SchoolIdolFestival] #2407 "Envisioning Success" Dia UR
Attribute: Pure
Skill Type: Parameter Up
Skill Detail: Every 27 notes: 18..60% chance to raise third-year Aqours members' appeal by 13..27% for 2.5..4.5 seconds.
https://t.co/FJppZgNdQw
i'm taking old people medicine at age 23...it made me reconsider a lot of things about my habits
Event Point Ranking SR:
#2282 Sweet Chocolate Nozomi
Attribute: Smile
Skill Type: Perfect Lock
Skill Details: Every 23 notes: greater perfect lock, 3.5..7.0 sec (33..54%)
https://t.co/wJ3Zx4bTMM
Con el video de ayer de Willy me dieron ganitas de hacer este dibujo :3...
#willyrex #Fargan #SuperBunnyMan
Let me go listen so I'm not stuck in 2003....
>It's needless to try it out for negative infinity since the end behaviors are going to end up the same, but playing with negatives is a little bit more tricky.
>(-∞)(-∞)^2(-∞)^3...
>(-∞)^2 gives us ∞^2, (-∞)^3 gives us -∞^3
>(-∞)(∞^2)((-∞^3)
>(∞)(∞)^2(∞)^3...
>When determining end behaviors, we just need to see the signs, for now, at least. Positive infinity times positive infinity times positive infinity is.... positive infinity! That means the graph as x approaches positive infinity will be, positive infinity!
>(∞+3)(∞-2)^2(∞+1)^3...
>A constant added to infinity is negligible, we just need to pay attention to the powers and how the infinity interacts. I mean, adding 1 to ∞ isn't a deal, right? Maybe for Shin, adding 1% to anything is something, but not in this example it isn't.
>x=-3, 2, -1... Those are the zeros.
>When you plug in either of those, one of the factors, (x+3)(x-2)(x+1), will be canceled into a 0. It's a given, but 0 times anything is zero.
>For example, if we plugged in x=-3...
y=((-3)+3)((-3)-2)((-3)+1)
y=(0)(-5)(-2)=0
>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.
