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how do I do this? Your weekly cost (in dollars) to manufacture X cars and y trucks is C(x, y) = 320,000 + 8,000x +

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Your weekly cost (in dollars) to manufacture X cars and y trucks is C(x, y) = 320,000 + 8,000x + 4,000y. (a) What is the marginal cost of a car? Of a truck? HINT [See Example 1.] marginal cost of a car 5; marginal cost of a truck 55 (b) Describe the graph of the cost function C. HINT [See Example 7.] The graph is 3' parabolaid v :with Xintercept x = , yintercept y = , and z-intercept z = (c) Describe the slice x = 10. The slice X = 10 is the straight line with equation 2 = What cost function does this slice describe? It describes the cost function for the manufacture of trucks v if truck v production is held xed at 10 cars per week. (d) Describe the level curve 2 = 580,000. The level curve 2 = 580,000 is the straight line |:| . What does this curve tell you about costs? Q It describes cost of producing one more truck when the number of cars produced each week is xed at 580. Q It describes the amount of money needed to maintain production of 580,000 cars and trucks per week. 0 It describes cost of producing a certain number of cars if the number of trucks produced each week is xed at 580. 0 It describes cost of producing a certain number of trucks if the number of cars produced each week is xed at 580. 0 It describes the number of cars and trucks you can manufacture to maintain weekly costs at $580,000

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