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Hi!! This is ZeroSukyan who made the debut art from !!
リンゴちゃんのデビューアートを描いたゼロスキャンですよろしくお願いします！

0 2
2020-06-01

>It's because it's a cubic! You can imagine the zeros as their own little stars of their show.
>See here, the x=-1 looks like a typical x^3 function while the x=2 looks like a typical x^2 function.
>Since the zero at x=-3 is linear, it passes through it as if it were a line.

0 4
2020-05-22

>Specific values asides from the zeros and y-intercept won't matter. You could draw your curves as loooong as you want just as how Sara can leave Nao on her very strange weight loss program as looong as she wants.
>I think that's all for now.

0 4
2020-05-22

>Zeros A and B have a linear factor to an odd power.
>Zero C has a linear factor to an even number.
>Got it? Got it. I'm moving along now.
>I want to finish this already too, you know. I need to get back to watching the participants before my boredom kills me a second time.

0 3
2020-05-22

>So far, we know that the leading coefficient's power is even and higher than three, and that there are 3 zeros.
>We're not done yet! We can also determine the powers of the zeros as well.
>At A and B, the line crosses the x-axis, while at C, it bounces.

1 2
2020-05-22

>The "it" is the zeros. We determine the multiplicity by looking at the power of the linear factors.
>For (x-2)^2, (x-2) is the linear factor.
>We won't take a look at the magnitude, we'll only take a look at whether it's even or odd, black or white, dead or alive.

0 0
2020-05-22

>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

0 1
2020-05-22

>Surprised? My innate floormaster spirit kicked in, you better forgive him or he won't forgive you! Haha.
>Yes though, it can intersect the x-axis any less than 6 but no more than 6 as well. The possibilities are finite.
>Here in the example, there will be only 3 zeros.

0 1
2020-05-22

>Continuing on, it's in factored form. Factored form is significantly more helpful since it gives us the zeros on sight.
>A "zero" is the x-value that when plugged into the function, will yield a y-value of zero. Graphically, they're intersections through the x-axis.

0 0
2020-05-22

thinking about layers concept art hair;; also zeros here

87 236
2020-05-22

I did submission on this, I needth' them votes, Doctahs in among my followers!

https://t.co/yj760m91Fp

Search Author : KZMShin
Search Work : [ZERO SANITY]





Please do! And thank you for those who took their time on this request!

1 1
2020-05-19