ast year, a toy manufacturer introduced a new toy truck that was a huge success. The company invested $2.50 million in a plastic injection molding nachine (which can be sold for $2 milion immediately) and $100,000 in plastic injection molds specifically for the toy (not valuable to anyone else). The cost of labor and materials necessary to make each truck runs about $8. This year, a competitor has developed a similar toy, significantly reducing demand for the toy truck. Now, the original manufacturer is deciding whether it should continue production of the toy truck. f the estimated demand is 100,000 trucks, the break-even price is per truck.
ast year, a toy manufacturer introduced a new toy truck that was a huge success. The company invested $2.50 million in a plastic injection molding nachine (which can be sold for $2 milion immediately) and $100,000 in plastic injection molds specifically for the toy (not valuable to anyone else). The cost of labor and materials necessary to make each truck runs about $8. This year, a competitor has developed a similar toy, significantly reducing demand for the toy truck. Now, the original manufacturer is deciding whether it should continue production of the toy truck. f the estimated demand is 100,000 trucks, the break-even price is per truck.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:**Case Study: Analyzing Break-Even Price for a Toy Manufacturer**
*Background*
Last year, a toy manufacturer launched a new toy truck that achieved tremendous success. The company made a significant investment of $2.50 million in a plastic injection molding machine, which retains a resale value of $2 million. Additionally, $100,000 was spent on creating plastic injection molds, which are only useful for this specific toy.
*Cost Analysis*
The production costs, including labor and materials, amount to approximately $8 per truck. In the current year, a competitor introduced a similar toy, causing a substantial reduction in market demand for the original toy truck.
*Decision-Making*
The manufacturer is now at a crossroads, evaluating whether to persist in producing the toy truck.
*Break-Even Calculation*
To make an informed decision, the break-even price needs to be determined, considering an estimated demand of 100,000 trucks.
*Conclusion*
Calculating the break-even price per truck will help the company decide on future production and pricing strategies.
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