Bernoulli equation ,example 3
Автор: Le professor
Загружено: 2026-02-18
Просмотров: 2
Описание:
The Bernoulli differential equation is an important type of first-order nonlinear differential equation that can be transformed into a linear equation using a simple substitution.
In this video, you’ll learn:
✔ What a Bernoulli differential equation is
✔ The standard form of the Bernoulli equation
✔ Why it is nonlinear
✔ The substitution method used to solve it
✔ Step-by-step solution procedure
✔ A complete worked example
This lesson is ideal for students studying:
📘 Engineering Mathematics
📘 Applied Mathematics
📘 Physics
📘 University-level Differential Equations
📘 Competitive exam preparation
By the end of this video, you will confidently solve Bernoulli equations and understand the transformation that makes them easy.
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