An Interesting Solution. How to Solve Differential Equations – Separation of Variables Part 2

In this video, we solve the differential equation shown by using the separation of variables method. This problem is solved using Differential Equations methods and by using Calculus methods.

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Problem statement:
Separate variables to solve the differential equation shown. Give y(0) = 1

Problem walkthrough steps:
- Rearrange the differential equation
- Integrate both sides
- Arrange to form a y is equal equation
- Use the given boundary condition to solve for the unknown constant of integration
- Check answer

Topics of this problem include:
Differential Equations
Integration
Boundary Conditions
Constant of integration
Separation of variables
Calculus
Chain Rule
Derivatives
Introduction differential equations
Substitution
Secxdy/dx=1/y

Differential Equations
Separation of Variables Part 2
Separation of Variables Problem 2
College level
Professor Engineer
Professor_Engineer

[Professor_Engineer]

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