2.) The Aitken Skateboard Company makes custom skateboards. They have figured out that their profit can be modeled by the equation: P = -2b² + 14b – 20 where b is the number of skateboards produced (in thousands >so for example 1,000 skateboards would be plugged in as 1) and P is the company's profit (in hundreds of thousands of dollars). • How many skateboards should they produce to maximize their profit? What is their max profit? Explain how you found that value. How many skateboards should they produce to make zero profit? (Known as the break even point). Explain how you found that value. What is the companies' profit if they produce 3,000 skateboards? 4,500 skateboards? Explain how you found those values.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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2.) The Aitken Skateboard Company makes custom skateboards. They have figured out that their profit can be
modeled by the equation: P = -2b? + 14b – 20 where b is the number of skateboards produced (in thousands
>so for example 1,000 skateboards would be plugged in as 1) and P is the company's profit (in hundreds of
thousands of dollars).
• How many skateboards should they produce to maximize their profit? What is their max profit? Explain
how you found that value.
• How many skateboards should they produce to make zero profit? (Known as the break even point).
Explain how you found that value.
What is the companies ' profit if they produce 3,000 skateboards? 4,500 skateboards? Explain how you
found those values.
Transcribed Image Text:2.) The Aitken Skateboard Company makes custom skateboards. They have figured out that their profit can be modeled by the equation: P = -2b? + 14b – 20 where b is the number of skateboards produced (in thousands >so for example 1,000 skateboards would be plugged in as 1) and P is the company's profit (in hundreds of thousands of dollars). • How many skateboards should they produce to maximize their profit? What is their max profit? Explain how you found that value. • How many skateboards should they produce to make zero profit? (Known as the break even point). Explain how you found that value. What is the companies ' profit if they produce 3,000 skateboards? 4,500 skateboards? Explain how you found those values.
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