Calc 3 Prep for ODE: Fund Differential Eqn & BVP

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SUMMARY

To prepare for Ordinary Differential Equations (ODE) while simultaneously taking Calculus 3, familiarity with partial derivatives is essential. The course utilizes "Fundamentals of Differential Equations & BVP" by Nagle (5th edition), which includes minimal overlap with Calculus 3 topics. The primary requirement from Calculus 3 is understanding how to compute partial derivatives, which is only relevant in a limited context within the ODE course. Students should not expect significant prerequisites from Calculus 3 for success in ODE.

PREREQUISITES
  • Understanding of partial derivatives
  • Basic knowledge of differential equations
  • Familiarity with multivariable calculus concepts
  • Experience with calculus fundamentals
NEXT STEPS
  • Review partial derivatives and their applications in differential equations
  • Study the structure and solutions of ordinary differential equations
  • Explore the content of "Fundamentals of Differential Equations & BVP" by Nagle (5th ed)
  • Practice problems involving multivariable calculus concepts
USEFUL FOR

Students preparing for Ordinary Differential Equations, particularly those taking Calculus 3 concurrently, as well as educators seeking to align course content effectively.

Chunkysalsa
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What calc 3 topics will I need to learn before taking ODE? I'm going to be taking both at the same time and I want to know if there is stuff I need to be familiar with before starting.

The class is using Fund of Differential Equations & BVP by Nagle (5th ed) and I have no syllabus yet.
 
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I took Cal 3 and ODE at the same time. Cal 3 wasn't a prerequisite for ODE and there was very little overlap between those two courses.
 
In my differential equations class, the only topic from Calculus 3 that was needed was how to take partial derivatives and this was only used in one small part of the course so you shouldn't have any trouble.
 
Yea I took a quick gander at the book and saw some partial derivatives so I figured I might have to look at that.
 

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