micromass said:Hi olicoh!
You'll need to bring the n and the dn to one side, and the dt to the other side first. Then you'll need to integrate...
Separable differential equations are a type of differential equation where the variables can be separated into two functions that are then integrated separately.
The process for solving separable differential equations involves separating the variables, integrating each side separately, and then solving for the constant using initial conditions.
Solving separable differential equations allows us to model and understand many real-world phenomena, such as population growth and decay, chemical reactions, and radioactive decay.
The most common techniques used to solve separable differential equations include separation of variables, substitution, and integration by parts.
Separable differential equations are commonly used in physics, chemistry, and biology to model and predict various natural processes, such as the motion of objects, chemical reactions, and population growth.