Question

Suppose the firm is considering investing $20 million in a new marketing campaign. If the price is $65,000/vehicle, they estimate they would sell an additional 2,000 vehicles; If the price is $50,000/vehicle they estimate they would sell an additional 3,000 vehicles. Calculate the company's profits under both scenarios. Profit = (Price - Variable Cost) x Quantity - (Fixed Costs + Marketing Costs) Profit @ $65,000 per vehicle Total Profit = (65,000 - 45,000) x (15,000 + 2,000) - 300,000,000 - 20,000,000 Total Profit = $20,000,000 Profit @ $50,000 per vehicle Total Profit = (50,000 - 45,000) x (60,000 + 3,000) - 300,000,000 - 20,000,000 Total Profit = -$5,000,000

          Suppose the firm is considering investing $20 million in a new marketing campaign. If the price is $65,000/vehicle, they estimate they would sell an additional 2,000 vehicles; If the price is $50,000/vehicle they estimate they would sell an additional 3,000 vehicles. Calculate the company's profits under both scenarios. 

Profit = (Price - Variable Cost) x Quantity - (Fixed Costs + Marketing Costs) 

Profit @ $65,000 per vehicle 
Total Profit = (65,000 - 45,000) x (15,000 + 2,000) - 300,000,000 - 20,000,000 
Total Profit = $20,000,000 

Profit @ $50,000 per vehicle 
Total Profit = (50,000 - 45,000) x (60,000 + 3,000) - 300,000,000 - 20,000,000 
Total Profit = -$5,000,000
        
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Added by Mariano H.

Principles of Economics
Principles of Economics
Gregory Mankiw 8th Edition
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Suppose the firm is considering investing $20 million in a new marketing campaign. If the price is $65,000/vehicle, they estimate they would sell an additional 2,000 vehicles; If the price is $50,000/vehicle they estimate they would sell an additional 3,000 vehicles. Calculate the company's profits under both scenarios. Profit = (Price - Variable Cost) x Quantity - (Fixed Costs + Marketing Costs) Profit @ $65,000 per vehicle Total Profit = (65,000 - 45,000) x (15,000 + 2,000) - 300,000,000 - 20,000,000 Total Profit = $20,000,000 Profit @ $50,000 per vehicle Total Profit = (50,000 - 45,000) x (60,000 + 3,000) - 300,000,000 - 20,000,000 Total Profit = -$5,000,000
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Transcript

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00:01 To calculate the accounting profit and economic profit, we can use the following formulas.
00:08 So accounting profit is given as total revenue minus explicit cost whereas economic profit is given as total revenue minus explicit as well as implicit cost...
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