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Given the total profit function

The rate of growth of the profit is approximated by P'(x)=xe^(-x^2) where x represents time measured in years. The total profit
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2. asked by Sarah
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The rate of growth of the profit is approximated by P'(x)=xe^(-x^2) where x represents time measured in years. The total profit
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2. asked by Sarah
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The rate of growth of the profit is approximated by P'(x)=xe^(-x^2) where x represents time measured in years. The total profit
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2. asked by Sarah
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Given the total profit function P(x) = 1.3x-.01x^2-30, let x represent a number of days and find maximum profit achieved and
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2. asked by Anonymous
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Using the revenue function R(q) = 510q and the cost function C(q) = 9400+3q2. Round your answers to the nearest whole number.a)
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he rate of growth of the profit from an invention is approximated by P'(x)=xe^-x^2, where x represents time measured in years.
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2. asked by Tiana
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The revenue from selling q items isR(q) = 600q − q^2, and the total cost is C(q) = 150 + 50q. Write a function that gives the
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The revenue from selling q items is R(q)=475q−q2, and the total cost is C(q)=175+6q. Write a function that gives the total
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Monopolist facing linear demand function p = 1000+40q and total cost function c = 500+26q.determine optimal price output and
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2. asked by vincent
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A Brazilian manufacturer knows that if x (Hundred) products are demanded in a particular week.(i) the total cost function in
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