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It costs a certain bicycle factory $10,000 to operate for one month, plus $300 for each bicycle produced during the month. Each of the bicycles sells for a retail price of $700. The gross profit of the factory is measured by total income from sales minus the overall production costs of the bicycles. If 50 bicycles are produced and sold during the month, what is the factory's gross profit?

A. $10,000
B. $10,500
C. $11,000
D. $11,500
E. $12,000

operational cost=10000+50(300)=25000
Sales=700*50=35000
Profits=35000-25000=10000 Option A
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Bunuel
It costs a certain bicycle factory $10,000 to operate for one month, plus $300 for each bicycle produced during the month. Each of the bicycles sells for a retail price of $700. The gross profit of the factory is measured by total income from sales minus the overall production costs of the bicycles. If 50 bicycles are produced and sold during the month, what is the factory's gross profit?

A. $10,000
B. $10,500
C. $11,000
D. $11,500
E. $12,000

(700*50) -(10,000+(300*50)
solve we get profit
IMO A ; 10,000
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Bunuel
It costs a certain bicycle factory $10,000 to operate for one month, plus $300 for each bicycle produced during the month. Each of the bicycles sells for a retail price of $700. The gross profit of the factory is measured by total income from sales minus the overall production costs of the bicycles. If 50 bicycles are produced and sold during the month, what is the factory's gross profit?

A. $10,000
B. $10,500
C. $11,000
D. $11,500
E. $12,000

The profit is:

Total revenue - fixed operating costs - bicycle production cost

50 x 700 - 10,000 - 50 x 300

35,000 - 10,000 - 15,000 = 10,000 dollars

Answer: A
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