Calculus Midoriさんのイラストまとめ

@programmingshin >Think fast and take the derivative of this!
>Show me if you really learned.. and pay me in your horror if you didn't.

@MarshyM_allows >It was the intention.

>Of course he did! For someone as conceptual as Shin, but terrible at arithmetic, he needed a hand—many hands, in his calculus class.
>He loved the concept of derivatives and integrals, but once it came to taking them, his face would blanch to a beautiful grey.

>There are two asymptotes for this graph: The horizontal y=0 asymptote and the vertical x=0 asymptote.
>I accidentally referred to the horizontal asymptote when I should've referred to the vertical one.
>Instead of "there exists an asymptote at y=0", it should be "x=0"

>I've noticed that I said "an asymptote at y=0," which is correct information, but I was not referring to the right asymptote for this example.
>Please excuse me!
https://t.co/g0de3Q4k5B

>Cantor's Theorem! When you first asked that question, I thought of Hilbert's Paradox.
>The concept of infinity and paradoxes... it makes my blood jump up and down as if they're at a rave party!
>Now I look back at it.. that sounds like a heart failure.

@programmingshin >Use your inferencing skills! Didn't they teach you that in elementary school?

@linguistsou >Haha, I get that a lot.
>"Stop it, Sou!", "This is insane!", the variations goes on.
>Fortunately, not your or anybody's support matters to me. I do what I do, with fun and flair!
>Though, the faces they make when they say that.. Ah, keep looking like that, Shin. It's beautiful.

>...
>So! That's it for now! Satisfied?
>Tomorrow we'll be talking about graph transformation so we can finally start graphing some PO-LY-NOM-IALSS!!
>That gimmick was for emphasis. Are you hyped up? Because I sure am not.

>The left as it approaches negative infinity is approaching negative infinity for the y-value, and the right as it approaches positive infinity is approaching positive infinity for the y-value...