assume-the-cost-in-dollars-to-manufacture-xx-bicycles-is-given-by-the-function-c-108039c7

Question

Assume the cost, in dollars, to manufacture $x$ bicycles is given by the function $c (x) = 500 + 50 x - 0.05 x^{2}$ . Determine the marginal cost when $200$ bicycles are produced, and verify it by calculating the cost of producing one additional bicycle after the first $200$ .

Accepted Answer

﻿<math xmlns="http://www.w3.org/1998/Math/MathML"><semantics><mrow><mi mathvariant="normal">$</mi><mn>30.00</mn></mrow><annotation encoding="application/x-tex">\$30.00</annotation></semantics></math>$30.00﻿

Answer

$dollar sign 31.50$

Answer

$dollar sign 31.50$

Answer

$dollar sign 31.50$

Assume the cost, in dollars, to manufacture xx bicycles is given by the function c(x)=500+50x−0.05x2c\left(x\right)=500+50x-0.05x^2. Determine the marginal cost when 200200 bicycles are produced, and verify it by calculating the cost of producing one additional bicycle after the first 200200.

Assume the cost, in dollars, to manufacture $x$ bicycles is given by the function $c (x) = 500 + 50 x - 0.05 x^{2}$ . Determine the marginal cost when $200$ bicycles are produced, and verify it by calculating the cost of producing one additional bicycle after the first $200$ .