A toy company created a new truck to offer to consumers.
Based on the graph shown above, which of the following is the equilibrium quantity and price at which the company should sell the truck?
400 trucks at $4 per truck
300 trucks at $6 per truck
200 trucks at $4 per truck
200 trucks at $8 per truck
400 trucks at $8 per truck
In the competitive market of toy manufacturing, determining the optimal quantity and price at which to sell a new product is crucial for a company’s success. By analyzing the graph provided, we can assess the equilibrium quantity and price that the toy company should consider for their newly introduced truck. This analysis aims to provide insights into the ideal market conditions for maximizing the company’s profitability.
According to the graph, this combination lies above the demand curve and below the supply curve, indicating an excess supply. The quantity of 400 trucks surpasses the quantity demanded at this price, potentially leading to unsold inventory. Therefore, this option is not the equilibrium point.
This combination lies below the demand curve and above the supply curve, suggesting excess demand. The quantity of 300 trucks falls short of meeting the demand at this price, leading to unfulfilled consumer preferences. Consequently, this option is not the equilibrium point.
The graph indicates that this combination lies at the intersection of the demand and supply curves, representing the equilibrium point. At this price, the quantity of 200 trucks matches the quantity demanded, ensuring a balance in the market. Thus, this option appears to be the ideal equilibrium quantity and price for the toy company to sell their truck.
Similar to the first option, this combination is above the demand curve and below the supply curve, indicating an excess supply. Moreover, the price of $8 per truck may discourage potential buyers, resulting in a lower quantity demanded. Hence, this option is not the equilibrium point.
This combination also lies above the demand curve and below the supply curve, suggesting excess supply. Additionally, the price of $8 per truck may deter potential customers, leading to lower demand. Consequently, this option is not the equilibrium point.
After analyzing the given graph, it becomes evident that the equilibrium quantity and price at which the toy company should sell the truck is 200 trucks at $4 per truck. This combination optimizes the market conditions by meeting the quantity demanded while maintaining a competitive price point. By targeting the equilibrium point, the toy company can ensure a balance between supply and demand, thereby maximizing profitability and satisfying consumer preferences.
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