1. State the problem: Given a mathematical concept or formula, formulate questions that help understand and apply it. 2. Identify the key elements of the concept or formula to focus on. 3. Create questions that ask for definitions, explanations, and examples of these elements. 4. Formulate problems that require applying the formula step-by-step. 5. Include questions that involve simplifying expressions, solving equations, or interpreting results. 6. Design questions that encourage exploring variations or extensions of the original problem. 7. Provide answers or hints to guide learning and verify understanding. This approach helps break down complex content into manageable parts and reinforces learning through practice.