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%2F20241222%2Fauto%2Fstorage%2Fgoog4_request&X-Goog-Date=20241222T090251Z&X-Goog-Expires=3600&X-Goog-SignedHeaders=host&X-Goog-Signature=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)
