International Journal on Science and Technology

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Call for Paper Volume 17 Issue 3 July-September 2026 Submit your research before last 3 days of September to publish your research paper in the issue of July-September.
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Volume 17 Issue 3
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“Study of Differential Equations of First Order and First Degree Python Proramming’’

Author(s) Dr. RAMESH BHASKARRAO GHADGE
Country India
Abstract Differential equations are an important mathematical tool used to represent relationships involving quantities and their rates of change. First-order and first-degree differential equations have applications in physics, engineering, Traditionally, these equations are solved analytically using mathematical techniques such as separation of variables, substitution, integrating factors, and exact differential methods. The development of computer programming has made it possible to solve, analyze, and visualize differential equations efficiently. Python is particularly useful because it provides powerful mathematical and scientific-computing libraries such as SymPy, NumPy, and Matplotlib. First-order and first-degree differential equations and demonstrates how Python. The study explains the mathematical theory of first-order differential equations, discusses important solution methods, and provides Python programs for implementing these methods. Examples are presented to demonstrate the relationship between analytical mathematics and computational techniques. The results show that Python can significantly simplify the process of solving and visualizing differential equations while also providing an effective environment for learning mathematical concepts.
Keywords Differential equations, first order, first degree, Python, SymPy, mathematical modeling,
Field Mathematics
Published In Volume 17, Issue 3, July-September 2026
Published On 2026-09-08
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Crossref DOI prefix of IJSAT is 10.71097/IJSAT

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