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13 Nov 2019
(a) (5 points) A corporation manufactures candles at two locations. The cost of producing location 1 is units at G = 0.02t[+ 4x1 + 500 and the cost of producing r2 units at location 2 is G=0.05 +4x2 + 275 The candles sell for 15 per unit. Find the quantity that should be produced at each location to maximize P=15(zi+12)-G-G the profit Hint: Verify that Then find Pei, Pn, Pizi, ZgZ2, and Priz2. Use Theorem 13.17 (Second Partials Test) to find the maximum.
(a) (5 points) A corporation manufactures candles at two locations. The cost of producing location 1 is units at G = 0.02t[+ 4x1 + 500 and the cost of producing r2 units at location 2 is G=0.05 +4x2 + 275 The candles sell for 15 per unit. Find the quantity that should be produced at each location to maximize P=15(zi+12)-G-G the profit Hint: Verify that Then find Pei, Pn, Pizi, ZgZ2, and Priz2. Use Theorem 13.17 (Second Partials Test) to find the maximum.
Collen VonLv2
5 Nov 2019