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kondor19780726 [428]
4 years ago
8

If the revenue for a certain product is $9.00 each and the company sells x products, then the revenue equation is R = 9x. If the

cost of producing the product is 50,000 plus $4.00 per piece, then the cost equation is C= 50000 + 4x How many products must be sold to breakeven?
Business
1 answer:
zvonat [6]4 years ago
3 0

Answer:

The company must sell 10,00 products to break even

Explanation:

If you use the approached suggested in the question,  you can solve for break even quantity by setting revenue to equal cost

R = C => 9x = 50,000 + 4x => 5x = 50,000 => x =10,000

<u>Double check: </u>

10,000 products sold as $9 would fetch $90,000 in revenue

Producing 10,000 products would incur 50,000 + 4 * 10,000 = $90,000 in total costs

=>The solution is correct

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Answer :

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Net Present value                                             -$30,284.90

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Annual Maintenance -$4,355       3.605          -$15,699.78

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irga5000 [103]

Answer:

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So then as we can see if the demand is constant the first sold would be the correct answer for this case. Because assuming the demand constant and we have more than 1 supplier with the same price the first one would sold the good or service on this case the house.

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