A company is planning to transport goods across three cities: A, B, and C. The transportation costs between these cities are as follows: A to B is $50 per trip, B to C is $30 per trip, and the direct cost from A to C is $70 per trip. The company needs to ship goods starting from A, visiting B and C, and returning to A. How much will the total transportation cost be if the shortest route is chosen?

Sat, 18 Apr 2026 14:57:58 +0000

Optimizing Logistics: The Shortest Route for Transporting Goods Across Cities A, B, and C When shipping goods across multiple cities, transportation efficiency and cost-effectiveness are critical to maintaining profitability and operational smoothness. In a recent logistics planning scenario, a company aims to transport goods starting from City A, visiting Cities B and C in sequence, and returning safely to City A. With distinct transportation costs between these locations, choosing the optimal route is key. ### Transportation Costs Between Key Cities - A to B: $50 per trip
- B to C: $30 per trip
- A to C (direct): $70 per trip