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Profit and Loss Optimisation

Calculus

Develop cost functions and explore the profits.

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Start here β€” this is the source that inspired this exploration.

Introduction

Economic Optimization: The Chocolate Problem You're selling chocolates at a party. At 1€ each, nobody will buy. Free? You'll give away 30 at most. There are costs: ingredients, kitchen fees. What price maximizes your profit?

Guiding Questions
  • A small business sells one product. Sketch how cost and revenue depend on quantity.
  • Build cost and revenue functions from realistic numbers, then find the profit-maximising quantity.
  • How does the optimum respond to a price change or a fixed-cost increase?
  • Add a second product or a bulk discount. What does the richer model say?
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Key Mathematical Concepts
Optimization Business Mathematics Calculus Economics
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