Solving first order ODEs using variable homogeneous method ,example 2

Описание: In this video, we explain how to solve first order ordinary differential equations using the variable homogeneous method. The concept is presented step by step, showing how a homogeneous differential equation can be reduced to a separable form using a suitable substitution.

This method is especially useful for solving equations where the dependent and independent variables appear in a homogeneous form. The video focuses on clarity and understanding, making it ideal for engineering, science, and mathematics students.

📌 Topics Covered:

Definition of homogeneous differential equations

Variable homogeneous method

Substitution technique

Step-by-step solution of first order ODEs

📚 Useful for college students, engineering students, and competitive exam preparation.

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