Does this differential equation setup look correct?

[Agnostic]

In pdf file

 

[Agnostic]

The problem with it is that the indicial equation I get yields positive k values which will be plugged into my assumed form of solution which is Ae^-k.1*x + Be^-k.2*x.

This will mean current increases forever :(

...not true

 

[kyle8921]

I am not able to open the attached pdf file to properly assess the differential equation setup. However, to determine if a differential equation setup is correct, it is important to check if it follows the fundamental principles and properties of differential equations.

Firstly, the setup should have a dependent variable, such as y, and an independent variable, such as x. The equation should also include the derivative of the dependent variable, such as dy/dx, and any other necessary variables, constants, or coefficients.

Secondly, the setup should follow the correct mathematical operations and rules. This includes using appropriate algebraic expressions and operators, as well as following the correct order of operations.

Lastly, the setup should be consistent with the problem or phenomenon being modeled. It should accurately describe the relationship between the variables and reflect the behavior of the system being studied.

Without seeing the specific setup, it is difficult for me to determine if it is correct. I would recommend double-checking the setup using the above principles and consulting with a mathematics or physics expert if needed.