Razón de cambio | Problema 7 #julioprofe
I'll explain how to solve the following rate-of-change problem, one of the applications of the derivative: The point (x,y) moves along the curve y=x^3+x^2+1. Its abscissa changes at a rate of 2 units per second. How fast does its ordinate change at the point (1,3)? Contents: 00:00 Greeting and initial information 02:17 Explanation of the exercise 12:04 Attention to chat messages and farewell ▪ Topic: #derivatives → • Derivadas ▪ All #calculus of one variable videos → • 6. Cálculo de una variable ▪ Go to / @julioprofe to become a member of the julioprofe channel and enjoy benefits; At levels 2 and 3, you have access to exclusive videos → • Members-only videos ▪ If you find my videos helpful and would like to support me, you can do so at https://julioprofe.net/donaciones/ ▪ Follow me on social media → https://linktr.ee/julioprofenet ▪ Visit my website https://julioprofe.net/ to view all my videos (organized by categories and topics) and the documents I have produced, in the section https://julioprofe.net/documentos/ Good luck in your academic pursuits! #julioprofe

Razón de cambio | Problema 4 #julioprofe

Rate of Change | Problem 3 #julioprofe

Rate of Change (FILLING A TANK - Inverted Cone)

Derivación Implícita | 8 ejercicios explicados | La Prof Lina M3

OPTIMIZATION: Class from Scratch

Matrix multiplication | Ex. 1 #julioprofe and #casio

Algebra 2 Introduction, Basic Review, Factoring, Slope, Absolute Value, Linear, Quadratic Equations

Santo Rosário da Madrugada | Instituto Hesed - 20/04

Deep Dive into LLMs like ChatGPT

1. The Geometry of Linear Equations

But what is a Laplace Transform?

Learn Algebra 1 and 2 in One Video

Learn English While You Sleep (comprehensible input) 💤

Gil Strang's Final 18.06 Linear Algebra Lecture

The ultimate guide to solving rate of change problems like a pro!! 😎😎😎

Pendiente de una recta | Ej. 1 → 4 #julioprofe

How to Actually Build Mobile Apps with AI in 2026 | A Complete Beginner's Tutorial

Rate of Change | Problem 2 #julioprofe

40Hz Binaural Gamma Waves - Ultra Deep Concentration

