Applications of differential first order differential equations
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The short answer is any problem where there exists a relationship between the rate of change in something to the thing itself. There are several phenomena which fit this pattern. In chemistry, concentration and dilution problems are two well-known applications for First-Order O.D.E.'s. In heat transfer, resistor-capacitor circuits, resistor-inductor circuits, and other simple models, linear first order O.D.E.'s abound. Population models are an example of an application of non-linear first order O.D.E.’s. These are but a few of the applications of first order differential equations.
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Step-by-step explanation:
Applications of First Order derivatives are:-
Cooling/ and warming law
Population growth and decay
Harvesting renewable natural resources
Prey and predator
A Falling object with air resistance
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