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[b]MathTutor Differential Equations Vol. 1 First Order Equations[/b]
mpeg4 .AVI | 10hours | Resolution: 720x540 | Audio: mp3 44100Hz 192 Kb/s | 6.90 GB
[i]Genre: Elearning[/i][/center]
Differential equations is used in all branches of engineering and science. In essence, once a student begins to study more complex problems, nature usually obeys a differential equation which means that the equation involves one or more derivatives of the unknown variable.

In other words, a differential equation involves the rate of change of a variable rather than the variable itself. The simplest example of this is F=ma. The "a" is acceleration which is the second derivative of the position of the object. Although differential equations may look simple to solve by just integration, they frequently require complex solution methods with many steps.

This 10 hour DVD course teaches how to solve first order differential equations using fully worked example problems. All intermediate steps are shown along with graphing methods and applications of differential equations in science and engineering.

Section 01: What is a Differential Equation?
Section 02: Solving Elementary Differential Equations
Section 03: Separation of Variables Solution Method
Section 04: First Order Variation of Parameters, Part 1
Section 05: First Order Variation of Parameters, Part 2
Section 06: Exact Differential Equations
Section 07: Existence and Uniqueness Theorem
Section 08: Graphing Solutions to First Order Equations
Section 09: Applications - Mixing Problems
Section 10: Applications - Newton’s Law of Cooling
Section 11: Applications - Circuit Problems, Part 1
Section 12: Applications - Circuit Problems, Part 2

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