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Jxsolvez
03.12.2019 •
Mathematics
15 point‼️‼️
a company that makes thing-a-ma-bobs has a start up cost of $ 8809. it costs the company $
2.05 to make each thing-a-ma-bob. the company charges $ 4.92 for each thing-a-ma-bob. let x
denote the number of thing-a-ma-bobs produced.
write the cost function for this company. c(x) =
write the revenue function for this company. r(x) =
what is the minumum number of thing-a-ma-bobs that the company must produce and sell to make a
profit?
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Ответ:
If the company produce and sell 'x' no. of thing-a-ma-bob , then
C(x) = $ (8809 + 2.05x)
R(x) = $ 4.92x
To make a profit the company must produce and sell at least 3070 thing-a-ma-bobs.
Step-by-step explanation:
If the company produces and sells "x" no. of thing-a-ma-bob, then,
the cost function is given by,
C(x) = $ (8809 + 2.05x) ------------------------(1)
The revenue function is given by,
R(x) = $ 4.92x -------------------------------------(2)
If C(x) = R(x), then,
4.92x = 8809 + 2.05x
⇒ 2.87x = 8809
⇒ x =![\frac {8809}{2.87}](/tpl/images/0400/4834/c968d.png)
⇒ x
3069.34
So, to make a profit the company must produce and sell at least 3070 thing-a-ma-bobs.
Ответ:
2. 2L + 2W > 28
16 + 2W + 2W > 28
3. 4W > 12
W > 3