Question
For the non-constant coefficients linear homogeneous ODE, there are only two solution methods: [Answer the method name and their applied condition]
Answer
- If the ODE is like \(x^{2}y''+bxy'+cy=0\), then it can be fully solved: "Euler Equation" Method
- Otherwise, need "Red of Order"
Question
For the non-constant coefficients linear homogeneous ODE, there are only two solution methods: [Answer the method name and their applied condition]
Question
For the non-constant coefficients linear homogeneous ODE, there are only two solution methods: [Answer the method name and their applied condition]
Answer
- If the ODE is like \(x^{2}y''+bxy'+cy=0\), then it can be fully solved: "Euler Equation" Method
- Otherwise, need "Red of Order"
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