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19 Nov 2019
What is integral (6/5 x65 + 44^-2x) dx ? 1/5 x^6 - 2e^-2x + C 6x^4 - 8e^-2x + C 6x^6 - 2e^-2x + C 6x^6 - 2e^-3x + C Find a function f(x) with the following property: f(x) = 2 2e^2x - 4/x + 3/x^2, f(1) = -2 f(x) = 2/3 e^3x - 4x - 1/x + 5/3 f(x) = e^2x - 4 ln |x| - 6x/x^3 + 3 + 4e f(x) = 2/3 e^3x - 4 ln|x| - 1/x - 5/3 f(x) = e^2x - 4 ln |x| - 3/x - (e^2 - 1) A company estimates that its marginal profit for producing a product is given by MP(q) = 60 - 0.12q where MP(q) is in dollars per unit. Given that P = -500 when q = 0, find the total profit realized from selling 300 units of product. $4100 $7700 $12,100 $6700.
What is integral (6/5 x65 + 44^-2x) dx ? 1/5 x^6 - 2e^-2x + C 6x^4 - 8e^-2x + C 6x^6 - 2e^-2x + C 6x^6 - 2e^-3x + C Find a function f(x) with the following property: f(x) = 2 2e^2x - 4/x + 3/x^2, f(1) = -2 f(x) = 2/3 e^3x - 4x - 1/x + 5/3 f(x) = e^2x - 4 ln |x| - 6x/x^3 + 3 + 4e f(x) = 2/3 e^3x - 4 ln|x| - 1/x - 5/3 f(x) = e^2x - 4 ln |x| - 3/x - (e^2 - 1) A company estimates that its marginal profit for producing a product is given by MP(q) = 60 - 0.12q where MP(q) is in dollars per unit. Given that P = -500 when q = 0, find the total profit realized from selling 300 units of product. $4100 $7700 $12,100 $6700.
punithg05Lv10
9 Jun 2023
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Collen VonLv2
12 May 2019
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