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D10. Gefin eru eftirfarandi eftirspurnar- og kostnadarfall (e. Demand and cost functions): x = 6000 -30p og C(x) = 72000 + 60x Par sem x

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D10. Gefin eru eftirfarandi eftirspurnar- og kostnadarfall (e. Demand and cost functions): x = 6000 -30p og C(x) = 72000 + 60x Par sem x er magn eftirspurnar, p er verd og C(x) er heildarkostnadur vid framleidslu a magninu x.b) (6%) Finnid hagnadarfall (e. Profit function), P(x) og jadarhagnad ix=1500 (e. Marginal profit) P'(1500), tulkid nidurstoduna. C) (8%) Finnid jafnstodupunkta (b.e. bad x bar sem enginn hagnaour er) (e. Break even points) og merkid a mynd bar sem bid teiknid inn tekjuferil R(x) og kostnadarferil C(x). Teiknid ferilinn. Skyrid a myndinni af hverju hagnadur er ekki i hamarki i midju tekjuferils. Hvar sest hvar hagnadurinn er i hamarki myndraent

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