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Give examples of two differential equations: one equation that is solvable with Laplace transforms that is not easily solved using methods from earlier in the cours...

Question

Give examples of two differential equations: one equation that is solvable with Laplace transforms that is not easily solved using methods from earlier in the course, and one equation that cannot be solved using Laplace transforms but easily solvable using previous methods

Give examples of two differential equations: one equation that is solvable with Laplace transforms that is not easily solved using methods from earlier in the course, and one equation that cannot be solved using Laplace transforms but easily solvable using previous methods



Answers

Give an example of: A differential equation and two different solutions to the differential equation.


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