Get Help with a Reducible DFQ | Beginner's Guide | Online Support

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Discussion Overview

The discussion revolves around a differential equation presented in the context of seeking help with a reducible differential equation (DFQ). Participants explore the separability of the equation and the necessity of substitution in solving it.

Discussion Character

  • Homework-related, Technical explanation

Main Points Raised

  • One participant presents the equation ydx = - (1 + e^x)dy and questions whether it is separable or if a substitution is required.
  • Another participant acknowledges an error in their previous message, indicating that a missing 'y' in the equation necessitated the use of substitution.
  • A separate participant references a previous thread, questioning if the current problem is related to it.

Areas of Agreement / Disagreement

The discussion does not reach a consensus on the method of solving the differential equation, as participants express uncertainty regarding separability and substitution requirements.

Contextual Notes

There are limitations due to missing assumptions about the equation's structure and the implications of the referenced thread.

lat77
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Wrong section, sorry! First time user.
 
Last edited:
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ydx = - (1 + e^x)dy then \frac{dx}{-(1 + e^x)} = \frac{dy}{y}

This is separable, right? Or you are required to use a substitution?
 
Sorry, I left out a y in the parenthesis. Reread the problem now... that's why substitution was required.
 
Last edited:

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