Start Date
27-4-2023 9:00 AM
Document Type
Poster
Description
This project will be a summary of a population growth inside an observed environment, using differential equations to predict future outcomes for how certain populations vary inside a controlled environment. There are certain basic differential equations that are used to model population growth with specific variables and values set to the conditions that the population or environment could entail. This specific project will give a observation of a population, turning our main focus to a certain species of mammals and how they adapt based on their growth due to their reproduction in the respective environment, and their decline due to various causes such as other animal species, hunters, or harsh weather conditions, predicting the outcome to create an overall balanced environment.
Image
Differential Equations of a Population Growth Model
This project will be a summary of a population growth inside an observed environment, using differential equations to predict future outcomes for how certain populations vary inside a controlled environment. There are certain basic differential equations that are used to model population growth with specific variables and values set to the conditions that the population or environment could entail. This specific project will give a observation of a population, turning our main focus to a certain species of mammals and how they adapt based on their growth due to their reproduction in the respective environment, and their decline due to various causes such as other animal species, hunters, or harsh weather conditions, predicting the outcome to create an overall balanced environment.
Comments
The faculty mentor for this project was Brenda Edmonds, Mathematics.