A company manufactures downhill skis. It has fixed costs of $25,000 and a marginal cost given by

where C(x) is the total cost at an output of x pairs of skis. Find the cost function C(x) and determine the production level (to the nearest unit) that produces a cost of $150,000. What is the cost (to the nearest dollar) for a production level of 850 pairs of skis?

Use Table 1 to evaluate all integrals involved in any solutions of Problem.

Transcribed Image Text:

250 + 10x C' (x) = 1 + 0.05x