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Juseb3 said:It is a first order linear differential equation, but the coefficients are not constant.
It's solution isn't trivital; for me.
I am student of undergraduate of civil engineering.
The Ed is of a problem of a tapered beam
An impossible differential equation is a type of mathematical equation that cannot be solved using traditional methods. This type of equation typically involves high-order derivatives or non-linear functions, making it extremely difficult or even impossible to find an analytical solution.
An impossible differential equation can be identified by examining the order of the derivatives and the complexity of the functions involved. If the equation includes high-order derivatives or non-linear functions, it is likely an impossible differential equation.
No, an impossible differential equation cannot be solved using traditional methods. However, there are advanced techniques and numerical methods that can be used to approximate a solution.
Impossible differential equations have a wide range of applications in various fields, including physics, engineering, and economics. They are used to model complex systems and behaviors that cannot be described by simple equations.
If you are struggling with an impossible differential equation, it is best to seek help from a mathematician or a tutor who specializes in advanced mathematics. You can also find resources and online communities dedicated to discussing and solving these types of equations.