Selling toy light sabers at the carnival Imagine that you purchase 130 toy light sabers for 19 dollars. You plan to sell the toy light sabers at the carnival for $1.16 each. Give the profit function P(x) for selling x toy light sabers. Note your profit is determined by Preview the total amount of money you earn minus any costs. P(x) = 1. Calculate P(75): P(75) 2. Write your answer as an Ordered Pair: 3. Complete the following sentence to explain the meaning of #1 and #2: dollars toy light sabers, your profit will be If you sell = 92.36: x 1. Find r when P(r) 2. Write your answer as an ordered pair: 3. Complete the following sentence to explain the meaning of #1 and #2: If your profit was dollars, then you sold toy light sabers What is the minimum number of toy light sabers you need to sell in order to not lose money? Note that this is called the break even point. Hint: You can only sell a whole number of items. You must sell toy light sabers
Selling toy light sabers at the carnival Imagine that you purchase 130 toy light sabers for 19 dollars. You plan to sell the toy light sabers at the carnival for $1.16 each. Give the profit function P(x) for selling x toy light sabers. Note your profit is determined by Preview the total amount of money you earn minus any costs. P(x) = 1. Calculate P(75): P(75) 2. Write your answer as an Ordered Pair: 3. Complete the following sentence to explain the meaning of #1 and #2: dollars toy light sabers, your profit will be If you sell = 92.36: x 1. Find r when P(r) 2. Write your answer as an ordered pair: 3. Complete the following sentence to explain the meaning of #1 and #2: If your profit was dollars, then you sold toy light sabers What is the minimum number of toy light sabers you need to sell in order to not lose money? Note that this is called the break even point. Hint: You can only sell a whole number of items. You must sell toy light sabers
Chapter5: Polynomial And Rational Functions
Section5.1: Quardratic Functions
Problem 71SE: Suppose that the price per unit in dollars ofa cell phone production is modeled by p=450.0125x,...
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