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solve the diffrential equation: xy' = x(e^(-y/x)) + y answer: y = xln|lncx| problem: i don't get it can anyone explain
Set theMinimumvalue to0.3andMaximumvalue to0.65in theBoundssection. PressEnter. The graph will look like the picture below: Read More:How to Solve an Equation for X When Y is Given in Excel STEP 6 – Find the Exact Solution The exact solution of the differential equation isy = -1 + t ...
You don't miss anything - your equation is just too complicated to have an analytical solution.
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To be honest, I don't know. What I do know is you can check to see if it gives you the lowest "cost" in the objective function. You can also read the help on the different algorithms available. Some of the algorithms do not use a gradient. Some...
It has no closed form solution, just a description of what a solution would have to look like. The description looks like MATLAB is not programmed to be able to find these general descriptions of solutions. TL;DR: You cannot solve those symbolically. S...
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The differential equation that I want to solve is Upon using ode45 and the dirac function, the dirac function doesn't seem to have any effect (which makes sense because x never reaches 1 in a numerical solution) Any ideas on how to solve this numerically?
Im pretty new to using Matlab, and I'm sort of confused on how to solve this equation in Matlab. y'' + y = x^2 I have the symbolic tool box required, but I'm not sure if matlab can solve this equation. I also don't know the syntax properly on how I would ask Matlab to do...