For Exercises 55-56, the fixed and variable costs to produce an item are given along with the price at which an item is sold. (See Example 6) a. Write a linear cost function that represents the cost C x to produce x items. b. Write a linear revenue function that represents the revenue R x for selling x items. c. Write a linear profit function that represents the profit P x for producing and selling x items. d. Determine the break-even point. Fixed cost: $5625 Variable cost per item: $0 .40 Price at which the item is sold: $1 .30
For Exercises 55-56, the fixed and variable costs to produce an item are given along with the price at which an item is sold. (See Example 6) a. Write a linear cost function that represents the cost C x to produce x items. b. Write a linear revenue function that represents the revenue R x for selling x items. c. Write a linear profit function that represents the profit P x for producing and selling x items. d. Determine the break-even point. Fixed cost: $5625 Variable cost per item: $0 .40 Price at which the item is sold: $1 .30
Solution Summary: The author analyzes the linear cost function c(x) to produce x items. The fixed cost and variable cost per item are 5625, and b is the fixed
Elementary Statistics: Picturing the World (7th Edition)
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