#heyalyss

“I hope there are days when you fall in love with being alive”

Hi there! Long time no see!

Exams, assignments and holidays took me down for a while… but I’m back!

Here are some pages from my 2022 bujo. I use one per year, what about you?

Some group theory notes that I took today.

📚Summer Studying Challenge 📚

August 8 2021: What books are you currently reading?

17/100 days of productivity ☆ 180421

calm day today, revising the theory for this week's chem classes 🌱

Tue, Mar 9, 2021

What does FTC say?

It says that if a person takes the derivative of a function and then integrates it over a region on the number line say [a, b] then this is the same as evaluating the function on its endpoints.

What does the Green's Theorem say?

Green's Theorem is the fundamental theorem of calculus in 2 dimensions.Instead of taking the derivative of a single variable function we take the curl of a 2 variable function.Instead of integrating this over a number line we integrate it on the xy plane.Instead of evaluating the function at the two endpoints a and b and taking the difference, we take the line integral of the function and integrate it around the curve in a counterclockwise direction.

What does the stokes' theorem say?

Stokes' theorem is the fundamental theorem of calculus in 3 dimensions. Instead of taking the derivative of a single variable function, we take the three-dimensional curl. Instead of integrating this over a number line, we integrate it on the surface (To evaluate the surface integral one has to dot the vector field with unit normal vectors). Instead of evaluating the function at the two endpoints a and b and taking the difference, we take the line integral of the function and integrate it around the curve on a surface in a counterclockwise direction just like in Green's Theorem.

1-07-21 | Though IT was difficult and I had some imperfections, I finally finished this draw. Also it isn't that neat but yeah haha.

wabi-sabi (侘寂) studyblr challenge

3_Share us a playlist that's on top of the list because I'm sure there are others I want to hear but this one is already here on top so I might as well listen to it again.