3. The cost function C(x)= 30+20x- 1,000 givcs the cost in dollars to produce x sprinkler hoses. a. Find the marginal cost when the production level is 50 hoscs, and then fill in the blanks. (include units). When they produce 50 hoses, the marginal cost is This approximates the cost to produce the b. Find the average cost per hose when they produce 50 hoses, and then fill in the blanks. (49th, 50th or 51") hosc. (includc units). When they produce 59 hoses, the average cost per hose is At a production level of 50 hoses, since the marginal cost is greater than/ less than the average cost per hosc, increasing production will cause the average cost per unit to increase / decrease.

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