Excel Foundations for the Application of Derivatives

Understanding derivatives is essential for fields like physics, engineering, and economics, but translating theoretical math into practical tools can be challenging. This text-based course guides you through modeling and applying derivatives practically using Excel. You will transition from abstract calculus formulas to hands-on spreadsheet models. By representing rates of change, tangent lines, and optimization problems in Excel, you will build a strong intuitive grasp of calculus concepts while mastering spreadsheet calculations. What you'll learn: Understand foundational derivative concepts, rates of change, and limits; Calculate numerical derivatives using basic Excel formulas; Model tangent lines and curves dynamically within spreadsheets; Solve optimization problems using Excel formulas and numerical methods; Apply modern spreadsheet techniques to build reusable mathematical models. The course starts with core mathematical definitions and basic calculus terminology before progressing to practical spreadsheet setups. You will then move step-by-step through calculating limits, finding rates of change, and solving optimization scenarios. This course is designed for beginners, students, and professionals looking to bridge the gap between theoretical math and practical spreadsheet applications, with no advanced calculus background required. Start exploring the practical side of calculus with Excel today.