Mar 2, 2009 · The total cost to produce x units of perfume is C(x) = (9x+9)(8x+2). Find the marginal average cost function. Can you please tell me if the answer is 72-(18/x^2), or 144x+90

Jun 20, 2011 · Here is my problem: Fixed Cost $2000; 36 Units cost $8480 Find the Linear Cost Function This is what I've got: 8480=36(x) + 2000 6489 = 36(x) 180 = x Therefore: cost = 180x …

Aug 9, 2017 · A firm cost function of c(x)=x^3-25x^2-200x+7500. Find min cost and production level it occurs at. ( I have done this but in simpler form) The revenue for a mod chair is …

Sep 7, 2010 · has determined from sales data that the price-demand function is p(x)=3000-5x for 1 less/equal x less/equal 3000, where x is the number of packages of candy produced and …

Nov 7, 2007 · The cost of producing x units of a product is given by: C(x)=600+100x-100*ln x Find the minimal average cost. OK, so average cost should be Cavg(x)=600/x + (100 - 100*ln x)/x …

Oct 22, 2007 · If a retail store has a fixed cost of $100 and a variable cost of $200 each and sells its product at a price p= $400 - x: I calculated the cost function being: C(x) = 200x+100 (I hope …

Oct 23, 2008 · Find the marginal cost at a production level of 1000 units. All I did was solve the equation >>> c(1000) = 21.4 - 0.002(1000) and got 19.4 but the answer in the back is $17.40 …

Oct 9, 2009 · (a) Find a formula for the manufacturer's total cost C as a function of N. C(N) = 40N+1725 (I'm pretty sure this one is right.) (b) The highest price p, in dollars, of a widget at …

May 7, 2019 · Production Cost The price p, in dollars, of a certain product and the quantity x sold obey the demand equation P=-1/4x+100, 0 ≤ x ≤ 400. Suppose that the cost C, in dollars, of …

Apr 22, 2016 · a. Formulate a function C(x) for the total cost of mowing x lawns. Solution: Total cost of mowing = 250 +4 = 254 Function c(x) = 254x b. Jimmy determines that the total-profit …