FE EXAM MATHEMATICS - SEPARABLE DIFFERENTIAL EQUATIONS | FE EXAM PRACTICE PROBLEM | DAILYDOSE 037

http://www.prepineer.com | In this video, we dive in to an FE Exam Practice Problem in the subject of MATHEMATICS, specifically revolving around SEPARABLE DIFFERENTIAL EQUATIONS.

What are SEPARABLE DIFFERENTIAL EQUATIONS?

A SEPARABLE DIFFERENTIAL EQUATION is a form of nonlinear first order differential equation that can be written in the form:

N(y)*dy/dx = M(x)

With this, we can rewrite the given SEPARABLE DIFFERENTIAL EQUATION as:

N(y)dy = M(x)dx

This allows us to integrate both sides and move forward with defining the IMPLICIT SOLUTION.

To obtain the EXPLICIT SOLUTION we must rearrange so that the SOLUTION is in the form:

y = y(x)

Check out the video and see how we can go about solving this type of problem in the most efficient manner while others pull out their hair trying! :(

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Justin Dickmeyer is a Licensed Professional Engineer, Entrepreneur and the CEO/Founder of Prepineer, a full-service FE Exam preparation experience developed in the trenches and distributed 100% online to students across 150+ countries around the world.

Students who have taken part in the program stem from the most prominent Universities including MIT, Georgia Tech and the University of Illinois at Urbana-Champaign...as well as from Fortune 500 Engineering Firms such as Nasa, Boeing, Jacobs and AECOM.

Struggling to surpass the consistent obstacles that flaunted themselves through the process of preparing for his Professional Engineering exams, Justin dreamed of an easier, more effective way to studying. A way that would leverage more of the time and effort he had already put in to learning while attending San Diego State University.

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In 2010, Justin set out to change the world of engineer exam preparation, with a vision to build the best learning experience inside and out...period...making Prepineer the best place for engineers to learn, teach, and create the online learning experience of the future.

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