29.4K
ELDouble integrals are a very important branch of multivariable calculus. This video explains how to solve and visualize double integrals over rectangular regions.
#math #calculus #integral #integration
@electricalmath
#Multivariable
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CAMultivariable limits. #calculus #ai #learning #multivariable #limit
@calculuswithai
77.2K
MACursed; Annoying Math Notations.
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#notation #cursed #calculus #integrals #derivatives #manim #mathedit #engineer #reelsinstagram #reels #mathmemes #math #mathematics #mathproblems #trendingnow #trending #calculus #usersqrtm #analysis #mathtutor #basic #advanced #calculus #multivariable #feasible #analytical #visual #approach #visualization #algebra
@mat.h_director
28.9K
MASketching the graph of a hyperbolic paraboloid #math #calculus #multivariablecalculus #graph #stem
@mathandcobb
2.0M
MAVisualizing the Square of Two Sums! (a+b)² = a² + b² + 2ab
Most requested one!! 😌☺️
Waiting for your comments!!
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@mat.h_director
248.4K
MAShoutout to the multivariable nerds. #mathscribbles #mathnerd
#mathematics #calculus #maths #math #mathstudent #mathematic #mathematician #mathmemes #mathematicians #mathematical #mathisfun #mathproblems #mathstudents #mathsmemes #mathskills #mathclass #mathsteacher #mathteacher #ilovemath #mathmeme #mathmatics #mathjokes #mathsquiz
@mathscribbles
218.0K
SAall my homies hate multivariable calculus
and it’s not just a one-time thing for a specific university
it’s universal…andddddd the high schoolers hate it too
basically physics and geometry and calculus on crack but we’re not trying to grasp at straws this semester
creating this series to motivate, hustle and keep myself accountable while documenting the journey…calling all stem majors let’s be motivated and lock tf in.
see y’all for day 2
#multivariablecalculus #homework #academicweapon #womeninstem #studymotivation #explore #explorepage
@saraknggg
19.1K
13📌 ¡Los 7 pilares del Cálculo Multivariable en una sola imagen!
¿Alguna vez viste tanto poder matemático concentrado en un solo post? 😮💨
✅ Derivadas parciales
✅ Gradiente y derivada direccional
✅ Cadena, Taylor, puntos críticos...
Esto no es un repaso: ¡es supervivencia matemática!
🤯 Si esta imagen te hace sudar frío, es porque llegó la hora de entenderla de verdad.
Y si ya dominas esto... ¿puedes explicarlo sin leerlo? 👀
🔔 En mis clases personalizadas te llevo de “¿qué es eso?” a “¡ya lo resolví sin ver la fórmula!”
📩 Escríbeme “MULTI” por DM y te cuento cómo empezar 🔥
#13matemagicos #aprendecon13matemagicos #profesordematematicas #calculoavanzado #calculo3 #universidad #matechallenge #derivadaparcial #gradiente #matemáticasavanzadas
@13matemagicos
48.6K
MAThe Gaussian integral, also known as the Euler–Poisson integral, is the integral of the Gaussian function f(x) = e⁻ˣ^² over the entire real line. Named after the German mathematician Carl Friedrich Gauss, the integral is ∫₋ ᪲ ͚ e⁻ˣ^² dx = √π
Abraham de Moivre originally discovered this type of integral in 1733, while Gauss published the precise integral in 1809, attributing its discovery to Laplace. The integral has a wide range of applications. For example, with a slight change of variables it is used to compute the normalizing constant of the normal distribution. The same integral with finite limits is closely related to both the error function and the cumulative distribution function of the normal distribution. In physics this type of integral appears frequently, for example, in quantum mechanics, to find the probability density of the ground state of the harmonic oscillator. This integral is also used in the path integral formulation, to find the propagator of the harmonic oscillator, and in statistical mechanics, to find its partition function.
Although no elementary function exists for the error function, as can be proven by the Risch algorithm, the Gaussian integral can be solved analytically through the methods of multivariable calculus. That is, there is no elementary indefinite integral for ∫ e⁻ˣ^² dx but the definite integral ∫₋ ᪲ ͚ e⁻ˣ^² dx can be evaluated. The definite integral of an arbitrary Gaussian function is ∫₋ ᪲ ͚ e⁻ᵃ⁽ˣ⁺ᵇ⁾^² dx = √(π/a)
Follow @mathvibes01 for more 🔥 #math #manim #python #mathematics
@mathvibes01
10.2M
XYDIfficulty level: America
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#math #school #mathanimations #factoring
@xygos.ai
64.0K
DA🌋That is just so wild to me, the transformation of simpler to more quirkier & peculiar shapes through the utilization of the Jacobean transform / determinant.. By far one of my favorite classes I’ve taken yet. What a wonderful surprise this has been.🩵💚🩷Though it does relate with my electricity + magnetism class in the way in which Imagination is a required TOOL to survive in these courses, where we are constantly required to think mathematically 3-dimensionally, it’s almost like thinking backward something, thinking inside out, unscrewing your brain 🧠⚙️🔩🔧⛏️🛠️🔩……. We were doing a a magnetism problem yesterday on finding the force that comes out of the whiteboard (Induction + Faraday’s Law and such) and my brain just about melted. 😀😀🌋 #imagination #mathematics #calculus #multivariable #physics #shapes #charges #magnetism #chargedparticles #particles #electricityandmagnetism #Faraday #Faradayslaw #fields #forces #uni #collegelife #study #learn #joy #awe #beauty #wonder #Newton #Jesuslovesyou
@daringuniverse
68.0K
ME🧠 ¿Qué significa una función f:Rn→Rm?
Mucho más que una simple flecha entre conjuntos.
En esta animación visualizamos los diferentes tipos de funciones más comunes en ciencias ,según su dominio y codominio, visualizando:
f:R→R2 → una curva en el plano
f:R→R3 → una hélice en el espacio
f:R2→R → una superficie
f:R3→R→ una esfera codificada en coordenadas
F:R2→R2 → un campo vectorial girando en el plano
🎨 Cada visual representa cómo el número de variables de entrada (el nnn) y el número de salidas (el mmm) transforma la naturaleza del objeto geométrico.
🧭 Esta clasificación es la puerta de entrada a:
análisis multivariable,
visualización de campos,
geometría diferencial,
y las ideas profundas del cálculo moderno.
🌌 Cuando cambias nnn y mmm, no solo cambia la dimensión: cambia la manera de ver el mundo matemático.
—
🔁 Guarda este post si estás estudiando funciones multivariables.
💬 ¿Cuál de estas transformaciones te resulta más intuitiva? ¿Cuál más extraña?
#matemáticas #visualización #universidad #clasesparticulares #fisica
@merlinomath
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