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Question 1181420: I am scratching my head with this problem and could really use some help understanding it.
The total cost (in dollars) of producing a product is given by
C(x) = 900x + 0.1x2 + 1100 where x represents the number of units produced.
(a) Give the total cost of producing 10 units.
$
(b) Give the value of C(100).
C(100) =
(c) Give the meaning of C(100).
- This is the total cost (in dollars) of producing 100 units.
- For every $100 increase in cost this many more units can be produced.
- It costs $100 to produce this many units.
- For every additional 100 units created the cost (in dollars) decreases by this much.
Answer by ikleyn(52779)   (Show Source):
You can put this solution on YOUR website! .
It is a mystery for me, what difficult did you find in this SUPER-SIMPLE assignment.
(a) To answer (a), substitute x= 10 into the formula and calculate.
(b) To answer (b), substitute x= 100 into the formula and calculate.
Tell me please, can you read what you copy and paste, and do you understand the meaning
of these English words in your assignment in front of you ?
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