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This document provides the step-by-step work to solve a differential equation: 3xydx - 3x^2dy = 0 The solution is obtained by integrating both sides of the equation. This results in the expression: ln(y) = ln(x+3) + c1 Some additional algebraic steps are taken to isolate y in terms of x. The final solution is: y = c1(x + 3)^3

Author

NilGer Villa

Language

EN