Applied Mathematics 1 is a fundamental college-level course that introduces students to the essential mathematical principles and techniques required for solving real-world problems across a spectrum of disciplines. Covering topics such as calculus, linear algebra, differential equations, probability, and statistics, this course equips students with a versatile mathematical toolbox. They learn to model and analyze dynamic systems, make data-driven decisions, and optimize processes. Calculus introduces them to the concepts of limits, derivatives, and integrals, enabling the analysis of rates of change, optimization, and mathematical modeling. Linear algebra equips them with tools to work with matrices and solve systems of linear equations, valuable in various scientific and engineering applications. Differential equations provide a foundation for modeling dynamic systems, while probability and statistics offer insights into understanding uncertainty and making informed choices based on data. Overall, Applied Mathematics 1 serves as a vital stepping stone for students pursuing careers in the sciences, engineering, economics, and social sciences, providing them with the mathematical groundwork essential for tackling complex, real-world challenges and laying the foundation for more advanced coursework in their chosen fields.