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What is the functional form of this equation -
Qx = 229,821 – 38,121 Px + 28,826 Py
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- (a) In the implicit function exy² + x² = 1, y is a function of x. Find an explicit formula for y' and evaluate it at (x, y) = (0,0).Whenever postage rates change, some newspaper publishes a graph such as the one shown below, which shows the price of a first-class stamp from 2006 to 2016. Cost(dollam) 0.85- 0.70- 0.55 0.40 0.25 of 2006 2008 Price of a First-Class Stamp [Select] 2010 Year 2012 2014 2016 (a) Let f be the function whose rule is f(x) = cost of a first-class stamp in year x. Find f(2012) and f(2015). f(2012) = [Select] f(2015): =the second image displays the function given in section 8.3.4 as mentioned in the question
- Use the function below (whose parameters qualify it as a STC function) to answer the questions. STC = 4850 + 40Q - 1.5Q^2 + .04Q^3 FC = $4,850 AFC = 4,850 / Q (I calculated this) AVC = 40 - 1.5Q + .04Q^2 (I calculated this) MC = 40 - 3Q + 0.12Q^2 (I calculated this)What is the excel equation to calculate the values in the selected row exactly as they are?The price for a product is given by p= 50,000-0.2x, where x is the number of units sold, so the revenue function for the product is R= px = (50,000 - 0.2x)x. (a) Find the numbers of units that must be sold to give zero revenue. (b) Does the graph of the revenue function verify this solution?
- Suppose Cobb-douglus prodution function, yielded 3 = 0.956875 and â = -1.38961 thus the log form becomes logQ = -1.38961 + 0.956875 log K +0.429457 log L (8.662) (4.390) (4.139) T = 90 R = 0.6755 F(2,87) = 117.74 ở = 0.27476 (i) If K is increased by 10 percent while L remains constant,estimate how much Q would increase. (ii) If all factors pf production (both K and L) are each increased by 10 percent estimate how much Q would increase.Give me right solution with clear calculationsA store owner specializes in connoisseur coffee blends and wants to make 1 kilogram bags that will sell for $ 120 using Colombian, Brazilian and Kenyan coffees. The cost per kilogram of these three types of coffee is $ 140, $ 70, $ 100, respectively. x=Colombian y=Brazilian z=Kenyan Find: The solution of the system of linear equations: