Calculus problems require more specification than just the topic. To generate suitable problems, I need details on:

• Specific Calculus Topic: Is it limits, derivatives, integrals (definite or indefinite), sequences and series (Taylor/Maclaurin series, convergence tests), multivariable calculus (partial derivatives, multiple integrals, line integrals, surface integrals), differential equations (ordinary or partial), or something else?

• Difficulty Level: Easy, medium, hard, or a specific range of complexity (e.g., introductory level, suitable for first-year university students, etc.). This dictates the types of functions involved (polynomials, trigonometric, exponential, logarithmic) and the techniques required.

• Number of Problems: How many problems are needed?

• Problem Type: Multiple choice, true/false, short answer (requiring a numerical answer or a simplified expression), or problems requiring a full step-by-step solution?

• Function Types: Should the problems involve specific types of functions (e.g., only polynomial functions, or a mix of trigonometric and exponential functions)?

• Techniques: Are there specific techniques you want to focus on (e.g., integration by parts, u-substitution, L'Hopital's rule)?

• Context/Application: Do you want problems related to a specific application of calculus (e.g., optimization, related rates, area calculation)?

Once these details are provided, I can generate appropriate calculus problems.