This insight is a model of a parachute falling through the air. The objective is to determine--by comparing to actual data of a falling parachute--whether the drag coefficient is proportional to the velocity of the parachute, or it's square.
This differential equation model simulated the motion of a falling parachute. In particular, the mass of the parachute and velocity are used to calculate a drag force against the downward acceleration of the parachute towards the ground.
This is the file made to answer question 2 for the Modeling Project 1. Population is in units of [i]: individuals, R in units of [Months^-1] = Months (inverser), and that is equal to the differential equation for the population of people in time change of months. THIS WAS DONE OUTSIDE OF CLASS INITIALLY.
![This is the file made to answer question 2 for the Modeling Project 1. Population is in units of [i]: individuals, R in units of [Months^-1] = Months (inverser), and that is equal to the differential equation for the population of people in time change of months. THIS WAS DONE OUTSIDE OF CLASS INITI](https://insightmakercloud-files.storage.googleapis.com/1e11d14c-afd4-4185-b1e9-2f98a552987b/images/cover.jpg?X-Goog-Algorithm=GOOG4-RSA-SHA256&X-Goog-Credential=insightmakercloud-file-access%40insightmakercloud.iam.gserviceaccount.com%2F20241121%2Fauto%2Fstorage%2Fgoog4_request&X-Goog-Date=20241121T134519Z&X-Goog-Expires=3600&X-Goog-SignedHeaders=host&X-Goog-Signature=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)
