Question

Consider the following graph of a Cost, Revenue, and Profit function for a business selling x items. 300000 R(x) -200000 C(x) -100000 2000 4000 P(x) 6000 8000 (Click on the graph's lines to get specific values) (round items to the nearest whole number, round dollar values to the nearest cent) 1. What is the highest number of items the company can sell and still break-even? 5449 items 2. What is the company's maximum profit? $\text{ }120000$ 3. What is the company's cost for producing/selling 4,700 items? $\text{ }201000$ 4. Evaluate the following: P (0) = $\text{ }Number$ $\text{MC} = \text{ }$Number$\text{ }/ ext{item}$ C (3,200) = $\text{ }Number$\text{ }/ ext{item}$

          Consider the following graph of a Cost, Revenue, and Profit function for a
business selling x items.
300000
R(x)
-200000
C(x)
-100000
2000
4000
P(x)
6000
8000
(Click on the graph's lines to get specific values)
(round items to the nearest whole number, round dollar values to the nearest cent)
1. What is the highest number of items the company can sell and still break-even?
5449
items
2. What is the company's maximum profit?
$\text{ }120000$
3. What is the company's cost for producing/selling 4,700 items?
$\text{ }201000$
4. Evaluate the following:
P (0) = $\text{ }Number$
$\text{MC} = \text{ }$Number$\text{ }/	ext{item}$
C (3,200) = $\text{ }Number$\text{ }/	ext{item}$

Consider the following graph of a Cost, Revenue, and Profit function for a
business selling x items.
300000
R(x)
-200000
C(x)
-100000
2000
4000
P(x)
6000
8000
(Click on the graph's lines to get specific values)
(round items to the nearest whole number, round dollar values to the nearest cent)
1. What is the highest number of items the company can sell and still break-even?
5449
items
2. What is the company's maximum profit?
120000
3. What is the company's cost for producing/selling 4,700 items?
201000
4. Evaluate the following:
P (0) = Number
MC =Number/ extitem
C (3,200) = Number / extitem

Added by Kimberly O.

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