Alright, future engineers!
An **Integral** calculates the total accumulation of a quantity, often representing the area under a curve. Ex: `∫[a,b] f(x) dx` is the area from `a` to `b`. Pro-Tip: Think of it as summing up infinitely tiny slices!
Alright, future engineers!
An **Integral** calculates the total accumulation of a quantity, often representing the area under a curve. Ex: `∫[a,b] f(x) dx` is the area from `a` to `b`. Pro-Tip: Think of it as summing up infinitely tiny slices!
Alright, future engineers!
A **Definite Integral** calculates the *net area* under a function's curve between two points. Ex: Area = ∫[a,b] f(x) dx. Pro-Tip: Think of it as summing infinitely many tiny rectangles!
Nuevo video en mi canal, ahora es sobre integrales de línea: https://youtu.be/Q2a2ccmzz3Q
#physics #física #matemáticas #mathematics, #calculus #cálculo #integrales #integrals


It’s incredible that these two identities can explain so much.
Link: https://arxiv.org/abs/2505.03754
#math #calculus #euler #unification #generalization #integrals #integration
Here's a little math problem that breaks at least one problem solver and one LLM. It breaks them in the sense that they don't know how to solve it, which is marginally better than spewing out authoritative-looking nonsense.
\int \frac{e^{x}}{\sqrt{1-16e^{2x}}} dx
See the image for my solution.
Learning Feynman's Trick for Integrals
https://zackyzz.github.io/feynman.html
#HackerNews #FeynmanTrick #Integrals #Learning #Physics #Math #Hacks #Education
have you ever needed a symbol for three snakes sharing the same hula hoop?
well, unicode has got you covered!
U+2230 : ∰