pimn

[pimn]

And if the second derivative still leaves you confused about your gender identity just keep derivating until you get something different than 0

my calc professor just called inflection points nonbinary critical points and I'm like ah yes the 3 genders, local maximum local minimum and inflection point

[pimn]

Does that mean you identify as tangentder

what if my pronouns were sin/cos

[pimn]

my calc professor just called inflection points nonbinary critical points and I'm like ah yes the 3 genders, local maximum local minimum and inflection point

[pimn]

Hi

I haven't produced any quality artposting or mathposting lately. Instead I made a chud wojak on desmos.

I made him out of cone sections and linear functions (I guess some people consider them degenerate conics) + one (1) 3rd degree polynomial.

He's upset because he's all rainbow-y and he thinks that's gay.

[pimn]

your art's gorgeous

thank you so much! This is actually my first ask lol

[pimn]

Custom design commission for @pastents of her awesome pirate lady

Was informed she was to have a bit of a sealife fossil theme going on and I thought that was really cool

[pimn]

what does this mean what did they mean by this

why is this so funny to me

[pimn]

Ipost math sometimes but also other things

REBLOG THIS POST IF YOU ARE A MATH ENJOYER

No it is not optional, I desperately need to follow y’all so that there is more math on my dashboard.

[pimn]

I did a photo study

Ref image I found on pinterest

[pimn]

Kindergarten-level math research papers:

Field: Combinatorial Number Theory

Journal: Communications in Addition and Subtraction

Title: A Lower Bound on the Largest Natural number

Abbreviated Abstract: We prove a lower bound on the largest number. The proof proceeds in two steps: we begin with 1, and proceed by induction as until we lose count. We then add that number to itself. The main advance in the first step is to get a big number, and the second step notably avoids using multiplication (they don't teach that until 3rd grade).

Field: Topological Geometry

Journal: Advances in Nonlines

Title: The Four-Color Scribbles

Abbreviated Abstract: In this work we show a zoo of examples of nonlines (curves) with the unique property that they are either red, blue, orange, or purple, or some combination therein. The key idea is to use less colors rather than more, creating a clear and easy to follow proof. This provides a clear basis for simplifications to further work, such as scribbling with 5 colors.

Field: Playground Analysis

Journal: Slide Dynamics

Title: Sufficient Conditions to Yell Weeeeeee on Spiral Slides

Abbreviated Abstract: We identify sufficient conditions for a slide to cause joy. We identify a notion of a "fun slide," and prove that fun slides are a sufficient condition to make someone go Weeeee on a slide. We then verify a spiral slide is a fun slide, and provide numerous examples and non-examples (notably, a ramp is really not fun to slide down).

[pimn]

you go in for a punch but i swiftly rotate you in the 4th dimension, turning you away from me but also flipping you horizontally. you're left handed now idiot. have fun learning how to write backwards

[pimn]

Birthday gift for my friend

He asked for a Limbus company Sancho

[pimn]

Hi

I drew a dog

[pimn]

2025 is an awesome number

Kind of late for a new years post but I literally only remembered I had a tumblr today. Anyway I found out something very cool about square numbers when playing around on my calculator a few days ago and wanted to share.

First things first 2025 is 45 squared, which is already kind of cool, considering that square number years slowly grow sparser and sparser as time passes. The last perfect square year was 1936, 89 years ago. The next one is going to be 2116, in 91 years.

45 is also the sum of the first 9 natural numbers (10 if you consider 0 a natural number I guess), which reveals something even cooler:

This is a property that can be generalized !! The square of the sum of the n first natural numbers is always equal to the sum of the cubes of the n first natural numbers.

If you'd like to figure out the reason why this happens yourself stop reading this post and go give it a shot! It's pretty straightforward. And if you don't feel like doing that you can look at my sloppy-ish proof:

Ifyou know any other interesting properties about 2025 or square numbers or cube numbers I'd love to hear them!!