stephanie953
New member
- Joined
- Dec 14, 2006
- Messages
- 40
Hi everyone. My math problem reads:
Cost Function. The marginal average cost of producing x digital sports watches is given by
(there is a bar over the C') C'(x) = 1000/x^2 (there is a bar over the C) C(100)=25
Where (bar over C) C(x) is the average cost in dollars. Find the average cost function and the cost function. What are the fixed costs.
I came up (bar over C) C(x) = 1000/x + 15 which the answer key says is right.
The answer key also shows C(x) = 15x + 1000 I am not sure how to get there. Can someone please help. Thanks.
Cost Function. The marginal average cost of producing x digital sports watches is given by
(there is a bar over the C') C'(x) = 1000/x^2 (there is a bar over the C) C(100)=25
Where (bar over C) C(x) is the average cost in dollars. Find the average cost function and the cost function. What are the fixed costs.
I came up (bar over C) C(x) = 1000/x + 15 which the answer key says is right.
The answer key also shows C(x) = 15x + 1000 I am not sure how to get there. Can someone please help. Thanks.