@integral4u: The Gaussian integral is one of the most elegant problems in mathematics. At first, it seems impossible to solve directly. But by squaring the integral, moving into two dimensions, and using the symmetry of a circle, the entire problem transforms into something remarkably simple. A perfect example of how the right perspective can reveal hidden structure and turn the impossible into something beautiful.#fyp #fypシ #math

gendar pecel :

math with phonk

Sina :

math pro max

Choochooimnotpopular :

Haven’t heard this sound in a min

slisepw :

Рекомендации

👻Maya👻 :

pov moi en maths avec cette musique dans la tête

amirmoein4 :

sqrt(pi)

Mohammed Hassn :

Peak

mommy_kitties_17_7_27 :

how to edit like this? and where to learn edit like this

Кирилл ты пирипил :

5th comment

🐉”£Liseo”🐉 :

Morting :

Chevy Molina :

campana de gaus girando en el eje y

Isxluis :

Richky :

@𝕱𝕴𝕹𝕰𝕾𝕿@ :

Emilio De la Cruz :

𝐤𝐚𝐭𝐡𝐞𝐫𝐢𝐧𝐞 :

sushsnsihsbwka :

Math is so beautiful I fish I understood it

𒉭☦︎ᥲύⳅᥱⲏ☦︎𒉭 :

EL J.P†★ :

Chevy Molina :

cuando gira con respecto a Y

—y :

Oh that’s why it’s called Gaussian blur

chri.stophermartinez84 :

あ┆SaulSantistevan :