
Introduction to Excel: Formatting and Layout, Page orientation, Size, Breaks, Header/Footer, Headings, Font, Height and Width, Color, Lines, Alignment, Merge, Wrap, Sheets titles, Fill, Sort, Absolute and Relative referencing
In this section, students will learn to visually represent data using Excel’s charting tools. They will create basic plots such as line, bar, and scatter charts, enhance them with error bars to reflect data variability, and apply trendlines to analyze patterns and relationships. Additionally, students will explore chart customization options—including axis labels, legends, colors, and layout—to effectively communicate insights through professional-quality visualizations.
Forecasting and Trendline in Excel involve using historical data to predict future values and identify data patterns. A trendline is a graphical representation of trends in a data series, such as linear, exponential, or polynomial relationships. By applying a trendline to a chart, users can visualize the direction of data over time and use the forecasting feature to project future values, aiding in decision-making and planning based on data trends.
In this lecture, students will learn how to solve systems of linear equations using Excel’s built-in matrix functions such as MMULT, MINVERSE, and TRANSPOSE. They will also explore the Solver add-in to handle more complex equation systems and optimization problems with constraints. This session emphasizes practical problem-solving using structured inputs and Excel’s computational tools.
In this lecture, students will learn how to perform numerical integration and differentiation using Excel. They will apply methods such as the trapezoidal rule and finite difference formulas to analyze tabular data and mathematical functions. The session focuses on using Excel formulas to approximate areas under curves and calculate rates of change, enabling practical application of calculus concepts without programming.
In this lecture, students will explore how to find the roots of polynomial equations using Excel’s Goal Seek tool, allowing them to determine input values for desired outcomes. They will also learn to use the Scenario Manager to create, manage, and compare multiple data scenarios, enabling effective decision-making and what-if analysis in real-world applications.
Unlock the full potential of Microsoft Excel to solve real-world quantitative problems with confidence and precision. This hands-on course is designed for students, educators, and professionals who want to go beyond basic spreadsheets and apply Excel to mathematical modeling, data visualization, and decision-making.
Through practical examples and guided exercises, you will learn how to format data professionally, create customized graphs with error bars and trendlines, and apply mathematical techniques like solving systems of equations, numerical integration, and differentiation. You'll also gain experience using powerful Excel tools like Goal Seek, Solver, and Scenario Manager to evaluate different outcomes and optimize results.
Whether you're working on academic projects, engineering calculations, or data-driven reports, this course will give you the skills to approach complex problems analytically—using Excel as your primary tool. By the end of this course, you will:
Build and format structured Excel sheets for problem-solving
Plot and interpret data with error bars and customized charts
Solve equations and perform calculus operations using Excel formulas
Use Goal Seek and Solver for optimization and scenario analysis
Data formatting and visualization
Plotting graphs with error bars and trendlines
Solving systems of equations using matrix methods and Solver
Numerical integration and differentiation from data or equations
Goal Seek and Scenario Manager for root finding and decision analysis