Suppose you sell items on a web site like Etsy and making them requires you to rent some equipment costing $1000 per year as a fixed cost. The materials for making these items cost $30 per item as a variable cost, and you sell them for a price of $50 each. What number of items D' must you make and sell each year for you to breakeven on the cost of this activity? You may be able to raise your sales price and then sell fewer items to maximize profit.
Since other people make and sell similar items, a higher price lowers the demand for your
product according to the price function p = $120 - 1.5 D. What is the profit maximizing
number of items D* that you would need to make and sell to maximize profit?
Suppose you sell items on a web site like Etsy and making them requires you to rent some equipment costing $1000 per year as a fixed cost. The materials for making these items cost $30 per item as a variable cost, and you sell them for a price of $50 each. What number of items D' must you make and sell each year for you to breakeven on the cost of this activity? You may be able to raise your sales price and then sell fewer items to maximize profit. Since other people make and sell similar items, a higher price lowers the demand for your product according to the price function p = $120 - 1.5 D. What is the profit maximizing number of items D* that you would need to make and sell to maximize profit?
Chapter8: Production And Costs
Section8.2: Two Sides To Every Business Firm
Problem 4ST
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Suppose you sell items on a web site like Etsy and making them requires you to rent some equipment costing $1000 per year as a fixed cost. The materials for making these items cost $30 per item as a variable cost, and you sell them for a
- What number of items D' must you make and sell each year for you to breakeven on the cost of this activity?
- You may be able to raise your sales price and then sell fewer items to maximize profit. Since other people make and sell similar items, a higher price lowers the demand for your product according to the price function p = $120 - 1.5 D. What is the profit maximizing number of items D* that you would need to make and sell to maximize profit?
- What is the profit earned for the annual number of items made and sold in part b?
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