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bros, am about to start college at university in the US (100% scholarship mila tha) now i have to choose. My parents don't care what I choose as long as I get some job in the next 5-10 years, but my relatives are pressuring them to tell me to choose ...
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Vasuki indicus
welcome to /sci/ - science and
E+/1xa
No.17871
What's your favourite formula? Can be from any subject in the world.
wU8M29
No.18161
>>17871(OP)
e^πi + 1 = 0
hKsbzu
No.18666
Pythagorean is pretty strong. Triggo formulae in general are extremely useful. And representing numbers in physical space with vectors has its own charm, too.
I can't pin one down, but if I had to it'd be from one of these three areas.
+S6dP3
No.18898
entropy formula
ds=dq rev/dT
what a formula
9I+ADO
No.53848
>>17871(OP)
Schrodinger's equation, but picrel comes in a close second.
>thread theme: https://www.youtube.com/watch?v=-iNHtdL-zu4
9I+ADO
No.53849
>>53848
forgot pic
UTKmQ1
No.99137
>>17871(OP)
sin^2a+cos^2a=1
pAGnch
No.102342
>>17871(OP)
No.102358
>>17871(OP)
e = mc^2 + AI
IuvBlL
No.105953
rkYBoC
No.188120
>>17871(OP)
Path integral
Z[x] = int Dx e^(iS(x)/hbar)
1.Take hbar \to 0, you recover all of classical physics like mechanics, electrodynamics.
2. Defines quantum mechanics.
3. Works well for any version of quantum field theory, like high-energy physics, condensed matter.
4. Most consistent formulation of even state of the art stuff like string theory.
5. Even extends to statistical physics, easy to understand finite-temperature QFT.
6. Easy to understand geometrical optics and corrections to it.