Making the Best Choices with Math

Optimization is about finding the most efficient, cost-effective, or beneficial outcome in real-life scenarios.

Key Concepts

• Maximum and minimum values of functions.
• Constraints and feasible solutions.
• Applying derivatives (basic idea) to find optimal points.

Everyday Scenarios

• Minimizing cost when buying supplies.
• Maximizing area for a garden with a fixed amount of fencing.

Why It's Useful

Optimization helps save resources, time, and effort—whether you're budgeting or planning a trip.