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Question

Depending on whether it has a pure function of non-variable function \(x\), the classification of the ODE is [...].

Answer
the homogeneous ODE(Having no non-variable function) and inhomogeneous ODE(Having at least one non-variable function)

Question

Depending on whether it has a pure function of non-variable function \(x\), the classification of the ODE is [...].

Answer
?

Question

Depending on whether it has a pure function of non-variable function \(x\), the classification of the ODE is [...].

Answer
the homogeneous ODE(Having no non-variable function) and inhomogeneous ODE(Having at least one non-variable function)
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Classification of ODE by Homogeneity
Depending on whether it has a pure function of non-variable function \(x\), the classification of the ODE is the homogeneous ODE(Having no non-variable function) and inhomogeneous ODE(Having at least one non-variable function).

Summary

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repetition number in this series0memorised on               scheduled repetition               
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