PB PA The demand equations for related products A and B are given by QA = 10 and qB = 3 where 9A and qe are the PA PB quantities of A and B demanded, and PA and pg are the corresponding prices (in dollars) per unit. (a) Find the values of the two marginal demands for product A when PA = 16 and p = 9. (b) If pg is reduced to 7 from 9, with PA fixed at 16, use part (a) to estimate the corresponding change in demand for product A. (a) Find the marginal demand for A with respect to PA. Select the correct choice below, and fill in the answer box to complete your choice. (Simplify your answer.) JPA OA. JA B. JA JPA
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- Mead Plumbing currently sells thread seal tape at a price of $42.00 per roll. Their research department has derived the price-demand equation as p = 60 -0.02x where x is the number of tapes that can be sold at $p per roll of tape. (d) If the current price changes by 10%, what will be the approximate percentage change in demand? (e) Find the price at which a percentage change in price produces the same percentage change in demand.The quantity demanded each month of Russo Espresso Makers is 250 when the unit price is $140. The quantity demanded each month is 1000 when the unit price is $110. The suppliers will market 750 espresso makers when the unit price is $76 or higher. At a unit price of $96, they are willing to market 2250 units. Both the supply and demand equations are known to be linear. (a) Find the demand equation. P = (b) Find the supply equation. p= (c) Find the equilibrium quantity and the equilibrium price. units $Q2 The manufacturer of a low-sugar bottled juice estimated the following demand equation for its product using data from 25 retail stores around Dover city for the month of November: Q=-2000-15 Pje+ 8.4Px + 0.51 + 0.4A (220) (5.0) (5.6) (0.2) (0.16) R²=0.57 n=25 F = 6.83 Assume the following values for the independent variables: Standard error 1 Q denotes quantity sold per month Pje (denotes price of the bottled juice) = 240 (in cents) P. (denotes price of leading competitor's product) - 300 (in cents) I (denotes per capita income of the standard residential district in which the retail store is located) = 4000 (in dollars) A (denotes monthly advertising expenditure) = 7700 (in dollars) Using this information, answer the following questions: a. Compute elasticities for each variable.. b. Do you think that this firm should cut its price to increase its market share? Explain..
- Q2 The manufacturer of a low-sugar bottled juice estimated the following demand equation for its product using data from 25 retail stores around Dover city for the month of November: Q=-2000-15 Pje+ 8.4Px + 0.51 + 0.4A (220) (5.0) (5.6) (0.2) (0.16) R²=0.57 n=25 F = 6.83 Assume the following values for the independent variables: Standard error 1 Q denotes quantity sold per month Pje (denotes price of the bottled juice) = 240 (in cents) P. (denotes price of leading competitor's product) - 300 (in cents) I (denotes per capita income of the standard residential district in which the retail store is located) = 4000 (in dollars) A (denotes monthly advertising expenditure) = 7700 (in dollars) Using this information, answer the following questions: a. Compute elasticities for each variable.. b. Do you think that this firm should cut its price to increase its market share?The demand function for Good X is Qd(p) = 1/2(p + 1)^2.(a) Find the price elasticity of demand using the differential version of the formula andexpress the elasticity in terms of p only.(b) Based on the price elasticity of demand you find in (a), specify the values of p inwhich the demand for Good X is, respectively, elastic, unit elastic, and inelastic.When the price of a gallon of milk increases from $6 to $8, quantity demanded decreases to 27 gallons. Assuming the price elasticity of demand for milk is -0.3, what is the original quantity demanded? (assuming further that this is the point elasticity relative to the original point on the demand curve.) Please make sure you give a numerical answer with no units and/or space or period (.) or comma (,) before or after your answer. Enter your answer here
- The demand equation for a certain brand of pencil is 100y? + 9t2 = 3600 where (y) represents the number (in thousands) of ten-packs demanded each week when the unit price is $(t). How fast is the quantity demanded increasing when the unit price per ten-pack is $14 and the selling price is dropping at the rate of $0.15 per ten-pack per week?You have demand for 2 products: QA = 200 - 4'PA And Qg = 180 – 2°P8 %3D You anticipate seilling 80 units of each product. You have to mark-up your two products to cover an unexpected increase in overhead costs. Based on the cost-plus pricing procedure we did in class, answer this question plus the next question. What is the percentage value of the mark-up you will put on Product A? Be careful; I am NOT asking you the value of "1 Plus the Mark Up", I am asking you the value of the mark up. Multiple Choice 80% 100% 150% 200%Tutorial Exercise Worldwide annual sales of smartphones in over a 5 year period were projected to be approximately q = −10p + 4,540 million phones at a selling price of $p per phone. (a) Obtain a formula for the price elasticity of demand E. (b) In one particular year the actual selling price was $277 per phone. What was the corresponding price elasticity of demand? Interpret your answer. (c) Use your formula for E to determine the selling price that would have resulted in the largest annual revenue. What, to the nearest $10 million, would have been the resulting annual revenue? Step 1 (a)Obtain a formula for the price elasticity of demand E. Recall that the price elasticity of demand E is the percentage rate of decrease of demand divided by the percentage increase of price, given by the formula. E = − dq dp · p q We are already given the formula q = −10p + 4,540 for the demand of smartphones (in millions). First, we find the derivative…
- Given the demand functions, (iii) P = 45 (a) Write down the equations for TR. (b) Calculate the number of units which must be sold to maximize TR. Calculate the maximum TR. (c) State the values of Q at which MR and AR are zero.the demand for boneless chicken breast, in dollars per pound, is given by q=-0.7p+5, where p represents the price per pound and q represents the average number of pounds purchased per week per customer. Determine the price at which the demand for boneless chicken breast is unit elastc.The quantity demanded each week x (in units of a hundred) of the Mikado digital camera is related to the unit price p (in dollars) by the demand equation X = V 400 - 5p (0 sps 80). (a) Is the demand elastic or inelastic when p = 40? elastic O inelastic When p = 70? elastic inelastic (b) When is the demand unitary? p = (c) If the unit price is lowered slightly from $70, will the revenue increase or decrease? increase decrease (d) If the unit price is increased slightly from $40, will the revenue increase or decrease? increase decrease