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A bicycle company has a monthly fixed cost of $2,000. It costs $50 to manufacture each bicycle.What is the company’s monthly cost equation?

Question

A bicycle company has a monthly fixed cost of 2,000.Itcosts2,000. It costs 50 to manufacture each bicycle.What is the company’s monthly cost equation?

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Solution

The company's monthly cost equation can be determined by adding the fixed costs to the variable costs (which depend on the number of bicycles produced).

The fixed cost is $2000 per month.

The variable cost is $50 per bicycle.

If we let X represent the number of bicycles produced in a month, then the variable cost is $50X.

Therefore, the total cost (C) each month is the fixed cost (2000)plusthevariablecost(2000) plus the variable cost (50X).

So, the monthly cost equation is:

C = 2000+2000 + 50X

This problem has been solved

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