Suppose the demand function (in dollars) for a certain product is given by latex: p=\frac{50,000-q}{25,000}p = 50 , 000 − q 25 , 000 for latex: 0\le q\le50, ≤ q ≤ 50 , 000 suppose that the cost function for the product is given by c(q) = 2100+0.33q find the marginal profit from the production of 15,000 units. (round to the nearest 2 decimal places, if needed)

Garfield corporation is considering building a new plant in canada. it predicts sales at the new plant to be 50,000 units at $5.00/unit. below is a listing of estimated expenses. category total annual expenses % of annual expense that are fixed materials $50,000 10% labor $90,000 20% overhead $40,000 30% marketing/admin $20,000 50% a canadian firm was contracted to sell the product and will receive a commission of 10% of the sales price. no u.s. home office expenses will be allocated to the new facility. the contribution margin ratio for garfield corporation is