- #1
electron2
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v'+v/(1+t)=0
should i do it by vronskiyan
should i do it by vronskiyan
Why Use the Wronskian Method for Differential Equations?
- Thread starter electron2
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SUMMARY
The discussion centers on the application of the Wronskian method in solving differential equations, specifically the equation v' + v/(1+t) = 0. Participants debate the merits of using the Wronskian method versus a simpler separation of variables approach, v'/v = -1/(1+t). The conversation highlights the importance of understanding both methods for effective problem-solving in differential equations.
PREREQUISITES- Understanding of differential equations
- Familiarity with the Wronskian method
- Knowledge of separation of variables technique
- Basic calculus concepts
- Study the Wronskian method for solving linear differential equations
- Practice solving differential equations using separation of variables
- Explore the implications of the Wronskian determinant in linear independence
- Review examples of differential equations solved by both methods
Students, educators, and mathematicians interested in advanced techniques for solving differential equations, particularly those looking to deepen their understanding of the Wronskian method and its applications.
- #2
tiny-tim
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Hi electron2! 
(usually spelt "wronskian"
)
Why not just do v'/v = -1/(1+t) ?
(usually spelt "wronskian"
)Why not just do v'/v = -1/(1+t) ?
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