DIFFERENTIAL EQUATIONS – MATH260

By Ahmed Saeed Categories: Engineering
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About Course

If we want to solve an engineering problem (usually of a physical nature), we first have to formulate the problem as a mathematical expression in terms of variables, functions, and equations. Such an expression is known as a mathematical model of the given problem. The process of setting up a model, solving it mathematically, and interpreting the result is called mathematical modeling.

Now many concepts are derivatives. Hence a model is very often an equation containing derivatives of an unknown function. Definition: A differential equation an equation involving an unknown function and its derivatives. Then we want to find a solution of this differential equation. There are several methods to find a solution.

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Course Content

First Order ODE
We will learn in this chapter how to solve the following 1st order ODE: Separable ODE Exact ODE Linear ODE Bernoulli ODE

  • 28:18
  • Lec_1_ODE_ALT-Part 2
    38:19
  • Lec_2_ODE_ALT-Part 1
    35:54
  • Lec_2_ODE_ALT-Part 2
    27:51

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