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Solving Differential Equations with Integrals by laura is a document available to read on EtoBox.

This document contains the steps to solve a system of differential equations. It begins with the two original equations, then takes the derivative of the first equation and substitutes it into the second to obtain an expression for p(x) and q(x). It then finds the integrating factor M by calculating the integral of p(x), and uses M to rewrite one of the equations in standard form. Finally, it integrates both sides to arrive at the solution y=ln(x)+c.

Author

laura

Language

EN