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Non homogeneous differential equation | Case e^ax | Example solved- 2 | Engineering mathematics |
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A non-homogeneous differential equation is a type of differential equation that includes a term representing a function that is not equal to zero.
Solving non-homogeneous differential equations typically involves solving both the homogeneous part and finding a particular solution for the non-homogeneous part. The general solution is then the sum of the homogeneous solution and the particular solution.
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Solving non-homogeneous differential equations typically involves solving both the homogeneous part and finding a particular solution for the non-homogeneous part. The general solution is then the sum of the homogeneous solution and the particular solution.
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Welcome guys ✌
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SUBSCRIBE 👇
🔊IF YOU UNDERSTOOD THE CONCEPT DO GIVE ONE LIKE👍
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🔊IF YOU ARE FED UP WITH THE NOTIFICATION ALERT NO NEED TO PRESS 🔔 OR OTHERWISE DO PRESS 🔔
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#mathspedia #differential_equation #nonhomogeneousdifferentialequation #engineeringmathematics
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