Question

If the demand equation for a certain product is given by the price p, in dollars, according to p = 600 / sqrt[3]{x} + x, for x > 0, find the marginal revenue when 1000 units are demanded. [Do not include a dollar sign in your final answer] (1 point) Calculate lim_{x o 6} frac{336 - 56x}{x^2 - 4x - 12} = ? (1 point) If the cost of a certain product is given by C(x) = frac{1300 + 4x}{10} find the marginal average cost function and use it to compute the marginal average cost of production when 5 items are produced. Give answer rounded to two decimal places. [Do not include a dollar sign in your answer] (1 point)

          If the demand equation for a certain product is given by the price p, in dollars, according to p = 600 / sqrt[3]{x} + x, for x > 0, find the marginal revenue when 1000 units are demanded. [Do not include a dollar sign in your final answer] (1 point)

Calculate lim_{x 	o 6} frac{336 - 56x}{x^2 - 4x - 12} = ? (1 point)

If the cost of a certain product is given by C(x) = frac{1300 + 4x}{10} find the marginal average cost function and use it to compute the marginal average cost of production when 5 items are produced. Give answer rounded to two decimal places. [Do not include a dollar sign in your answer] (1 point)

$If the demand equation for a certain product is given by the price p, in dollars, according to p = 600 / sqrt[3]x + x, for x > 0, find the marginal revenue when 1000 units are demanded. [Do not include a dollar sign in your final answer] (1 point) Calculate limx o 6 frac336 - 56xx^2 - 4x - 12 = ? (1 point) If the cost of a certain product is given by C(x) = frac1300 + 4x10 find the marginal average cost function and use it to compute the marginal average cost of production when 5 items are produced. Give answer rounded to two decimal places. [Do not include a dollar sign in your answer] (1 point)$

Added by Mitchell W.

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