Solving Differential Equations

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  • Thread starter Thread starter hossam killua
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    Chain Chain rule
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SUMMARY

The discussion focuses on solving differential equations using the chain rule and the method of homogeneous functions. Participants express difficulty in applying these techniques to derive second-order partial derivatives, specifically fxx and fyy. Key tools mentioned include the chain rule for multivariable calculus and the homogeneous function method. The conversation emphasizes the importance of mastering these concepts for effective problem-solving in differential equations.

PREREQUISITES
  • Understanding of multivariable calculus
  • Familiarity with the chain rule in calculus
  • Knowledge of homogeneous functions
  • Basic concepts of partial derivatives
NEXT STEPS
  • Study the application of the chain rule in multivariable calculus
  • Explore the method of homogeneous functions in solving differential equations
  • Practice deriving second-order partial derivatives, specifically fxx and fyy
  • Review examples of differential equations solved using these techniques
USEFUL FOR

Students and professionals in mathematics, engineering, and physics who are looking to enhance their skills in solving differential equations and applying advanced calculus techniques.

hossam killua
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by chain rule or by homegenious function idk how to start with chain rule or uing homoginus function
 
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i can't get fxx or fyy
 

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