Given the demand function P = 100 - 4Q. For what values of Q is the total revenue TR is 0 ? %3D O a. Q = 0 and Q = 20 O b. Q = 0 and Q = 50 O c. Q = 0 and Q = 40 O d. Q = 0 and Q = 25 %3D %3D %3D %3! %3D
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- Assume that a firm accepts the following price_demand relationship as being a realistic representation of its market: d=800-10p where p must be between $20 and$70 a. How many units can the firm sell at the $20 per-unit price? At the $70 per-unit price? b. By how many units does a $1 increase decrease demand? c. Which pricing alternative the business is considering maximizes revenue? Group of answer choices $40 $30 $50What is the price elasticity of demand at the profit-maximizing price for a company that has demand function Q = 140 - 0.2P and cost function C = 100Q? A. -1/5B. -1C. -4/3D. -22. ABC Manufacturing has provided you with their demand function Qd = 2000-2p and supply function Qs = 60+5p, please answer the following questions: a. What is the company’s marginal revenue function? b. At level of output is profits maximized? c. At what price is profits maximized? d. What is total revenue at the profit maximization level of output?
- Given the demand function. P=16e -0.02Q • Determine the quantity and price at which total revenue will be maximized. • test the second-order condition.The equation below represents a linear demand curve using a grid for plottinng. Write all derivations in the space below. Qx = 60000 - 200 Px 1) Plot the demand function on the top set of axes. Your demand function is: 2) The price function is the inverse of the demand function. Write this inverse below 3) Use the price function to obtain the total revenue function (TR). Write the TR function below. You will plot TR on the lower set of axes in step 5. 4) Derive (or simply write) the marginal revenue (MR) function below. Plot MR on the top set of axes (in the proper location with respect to the demand function). 5) Use the TR function (3) to calculate revenue for each of the seven Qx values below. Use the seven revenues to plot the revenue function properly. Qx Revenue 0 10k 20k 30k 40k 50k 60k Help in plotting a graph please.Industry demand and supply for a new soft drink NeuCola is as follows: Qd = 460,000 – 100,000 P + 22,500 Pc + 21 Y + 2,000 T Qs = 40,000 + 80,000 P – 60,000 PL – 5,000 Pk Where P is average price of the drink in $ per pack, Pc is average wholesale price other branded drinks in the market, Y is income in $, T is average daily temperature in degrees, PL is average wage of labor in $ per hour and Pk is the average cost of capital in $. When quantity is expressed as a function of price, what are NeuCola’s demand and supply curves if Pc = $8, Y=$10,000 billion, T=75 degrees, PL=$10 and Pk=$12. Will there be surplus or shortage of NeuCola when P = $5, $7 and $9? Use a table to show values of quantity demanded and quantity supplied at each level of price. (Values of Qd and Qs calculated in millions may be rounded in the table). Calculate the market equilibrium price and equilibrium output. 4. Draw a labelled hypothetical demand and supply model…
- Industry demand and supply for a new soft drink NeuCola is as follows: Qd = 460,000 – 100,000 P + 22,500 Pc + 21 Y + 2,000 T Qs = 40,000 + 80,000 P – 60,000 PL – 5,000 Pk Where P is average price of the drink in $ per pack, Pc is average wholesale price other branded drinks in the market, Y is income in $, T is average daily temperature in degrees, PL is average wage of labor in $ per hour and Pk is the average cost of capital in $. a. When quantity is expressed as a function of price, what are NeuCola’s demand and supply curves if Pc = $8, Y=$10,000 billion, T=75 degrees, PL=$10 and Pk=$12. b. Will there be surplus or shortage of NeuCola when P = $5, $7 and $9? Use a table to show values of quantity demanded and quantity supplied at each level of price.Suppose demand and supply curves for you company’s product are given by:QD = 10 -XP QS =5 +YP You will need to find value for X between [0.1 -3] and Y between [0.1 -3] based on the elasticity of demand and supply. This elasticity in turn depends on the type of product, marketstructure and competitive advantage of the company. In this case, the product is an electric car and the price elasticity of demand is relatively high. Moreover, this does not have to be an exact value, and it should be done by looking at the graph of the price elasticity.Suppose demand and supply curves for you company’s product are given by:QD = 10 -XP QS =5 +YP You will need to find value for X between [0.1 -3] and Y between [0.1 -3] based on the elasticity of demand and supply. This elasticity in turn depends on the type of product, marketstructure and competitive advantage of the company. In this case, the product is an electric car and the price elasticity of demand is high.
- If demand function is given as the following: Qz = 230 -2.75 Pz + 0.5 I + 1.2 Pm + 0.6A Where Qz is quantity of Good z sold, Pz is price of Good z per unit, I is per capita income, Pm is price of competitor and A is the amount of advertising spent. Current values: Pz= RM 55 I= RM 9000 Pm= RM 50 A =RM 12,000 a) Should the firm consider giving a price discount in order to increase total revenue?The price of a product is expressed as p, PHP = 10 – 28D where D is the demand. Which of the following correctlyexpresses the total revenue? A. 10 − 28D^2 B. 28D = 10 C. 10D − 28D D. 10D −28D^2Question #5What is the MC=MR Profit Maximization point? What quantity should Delicious Deserts be producing at 'and' what price should they be charging to maximize their profits? Question #6 Why isn't it a good idea for them to produce and sell as many cakes as they can? Is it more profitable to sell less cakes at this current stage of their business? Question #7Do you have any other recommendations for Delicious Deserts to increase their revenues, profits, market share, and client retention?