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Definition AnExample DoubleCheck Separable Differential Equations ¨ Bernd Schroder ¨ logo1 BerndSchroder Louisiana Tech University, College of Engineering and Science Separable Differential Equations 1. A separable differential equation is of the form y′ = f(x)g(y). 2. That is, a differential equation is separable if the terms that ′ are not equal to y can be factored into a factor that only depends on x and another factor that only depends on y. 3. The solution method for separable differential equations looks like regular algebra with the added caveat that we use integrals to undo the differentials dx and dy from y′ = dy. dx Definition AnExample DoubleCheck WhatareSeparable Differential Equations? ¨ logo1 BerndSchroder Louisiana Tech University, College of Engineering and Science Separable Differential Equations 2. That is, a differential equation is separable if the terms that ′ are not equal to y can be factored into a factor that only depends on x and another factor that only depends on y. 3. The solution method for separable differential equations looks like regular algebra with the added caveat that we use integrals to undo the differentials dx and dy from y′ = dy. dx Definition AnExample DoubleCheck WhatareSeparable Differential Equations? 1. A separable differential equation is of the form y′ = f(x)g(y). ¨ logo1 BerndSchroder Louisiana Tech University, College of Engineering and Science Separable Differential Equations 3. The solution method for separable differential equations looks like regular algebra with the added caveat that we use integrals to undo the differentials dx and dy from y′ = dy. dx Definition AnExample DoubleCheck WhatareSeparable Differential Equations? 1. A separable differential equation is of the form y′ = f(x)g(y). 2. That is, a differential equation is separable if the terms that are not equal to y′ can be factored into a factor that only depends on x and another factor that only depends on y. ¨ logo1 BerndSchroder Louisiana Tech University, College of Engineering and Science Separable Differential Equations
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