1. The problem is to understand how to perform a specific mathematical operation or construction in GeoGebra. 2. GeoGebra is a dynamic mathematics software that allows you to visualize and interact with algebraic and geometric concepts. 3. To perform a task in GeoGebra, first identify the mathematical object or operation you want to create or analyze (e.g., graphing a function, solving an equation, constructing a geometric figure). 4. Use the input bar at the bottom to enter algebraic expressions or commands directly. 5. For graphing, type the function in the input bar, for example, $y=x^2$, and press Enter to see the graph. 6. For geometric constructions, use the toolbar to select tools like Point, Line, Circle, etc., and click on the graphics view to create objects. 7. Use the Move tool to adjust objects and the Properties panel to modify attributes like color, size, and labels. 8. To solve equations or find intersections, use commands like \texttt{Solve} or \texttt{Intersect} in the input bar. 9. Explore sliders to create dynamic models by defining variables and linking them to objects. 10. Save your work and export images or data as needed. These steps provide a general guide to using GeoGebra effectively for various mathematical tasks.