SOLUTION: The daily cost to a printer is modeled by the function C(x)=3x+1800 where C(x) is the total daily cost and x is the number of copies printed. Find C(4000), and interpret its meanin

Question 1208346: The daily cost to a printer is modeled by the function C(x)=3x+1800 where C(x) is the total daily cost and x is the number of copies printed. Find C(4000), and interpret its meaning.
C(4000)=
This value represents
The number of copies manufactured when the daily cost is 4000
The product of the daily cost and the number of copies
The daily cost when 4000 copies are printed
Answer by ikleyn(52781) (Show Source): You can put this solution on YOUR website!
.
The daily cost to a printer is modeled by the function C(x)=3x+1800 where C(x) is the total daily cost and x is the number of copies printed. Find C(4000), and interpret its meaning.
C(4000)=
This value represents
(a) The number of copies manufactured when the daily cost is 4000
(b) The product of the daily cost and the number of copies
(c) The daily cost when 4000 copies are printed
~~~~~~~~~~~~~~~~~~~~~~~~

C(4000) = 3*4000+1800 = 12000+1800 = 13800.

You simply should substitute the value of 4000 instead of x into the formula
and make these simple calculations.

For the other part of the problem, the answer is option (c).

It is so simple that everyone who is able to read and understand the text,
can not make an error.

Solved.

This problem is of the complexity level 2 x 2 = 4.

RELATED QUESTIONS
Manufacturer of chocolate candies has a daily cost defined by C(x)=600-1x+0.001x^2 where... (answered by josgarithmetic)

A manufacturer of baseballs has a daily cost of C(x) = 500 - 8x + 0.04x^2, where C is the (answered by josmiceli)

3. Marginal cost. Suppose the daily cost, in hundreds of dollars, of producing x... (answered by CPhill)

The daily total cost in rand for a certain factory to produce x kitchen blenders is given (answered by Fombitz)

An airline offers daily flights between Chicago and Denver. The total monthly cost C (in... (answered by josmiceli)

Ricky's Rockers, makes and sells wooden rockers. The daily revenue from the sale of those (answered by jessica43)

A plant can manufacture 80 tennis rackets per day for a total daily cost $8,147 and 100... (answered by josgarithmetic)

A manufacture has a daily production cost of C=86,000-140x+0.075x^2, where C is the total (answered by stanbon,josmiceli)

COST ANALYSIS - A plant can manufacture 80 golf clubs per day far a daily cost of $8147... (answered by Theo)