Suppose the same linear (inverse) demand function is represented by the equation, P = 100 - .25Q. Now, instead assume the market is unobservable, i.e., there is no market to provide a non-zero observable price. Hence, you can assume the "market" price is zero.
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- In the following cases, calculate the inverse demand and the consumer surplus at the price p = 10 dollars, as well as the graphical representation. a) D(p) = 100 − p. b) D(p) = 100 − bp, where b is a positive constant. c) D(p) = 100 − 0, 25p. d) D(p) = a − p, where a is a positive constant. 2- The price goes from 10 to 13 dollars, a) D(p) = 100 − p. b) D(p) = 100 − bp, where b is a positive constant. c) D(p) = 100 − 0, 25p. d) D(p) = a − p, where a is a positive constant.Can someone please clarify the solution below: Given information, Demand: P = 107.5-0.25Qd Supply: Qs = 3.45P + 295.55 First, let us change the demand curve in terms of P, such that: (especially at this part) Qd=(107.5-P)/0.25 Qd=430-4P Using the given and computed information, market equilibrium price would be: Qd=Qs 430-4P=3.45P+295.55 430-295.55=3.45P+4P 134.45=7.45P 134.45/7.45=P 18.04=P 18=P At the market equilibrium price of 18, equilibrium market quantity would be: Qd=430-4(P) Q=430-4(18) Q=430-72 Q=358 unitsSuppose a demand curve has a vertical intercept of (0,80). Suppose a supply curve has a vertical intercept of (0,0). The equilibrium price is $30 and the dollars. equilibrium quantity is 40. The total surplus is O 800 O 1600 O 2400 O 3200
- An individual's utility function is given by: U (q1 , q2) = q11/2 . q2 Suppose we know that the individual is maximizing their utility by consuming 9 units of good #1 (q1=9) and six units of good #2 (q2=6). If the current price for good #1 is $1 (p1=1), what must be the price of good #2 (p2) and what must be the individual's current income (y) available to spend on the two goods? a.) p2 = b.) y=The lockdown around the world has caused the rapid growth in the electronic market as people have shifted from conventional methods to the new methods for imparting knowledge and staying connected. If demand and supply function are given as: Qd= 65 – 10P Qs= -35 + 15P Find the equilibrium price and quantity and show it on labeled D/S diagram. How do you interpret market equilibrium: (i) if P= Rs.6? (ii) if P=2? Show on the Demand-Supply diagramin (a), the graphical interpretation of your answer of (b).d. Holding Donald's income and Pd constant at $120 and $1 respectively, what is Donald's demand curve for carrots? e. Suppose that a tax of $1 per unit is levied on donuts. How will this alter Donald's utility maximizing market basket of goods? f. Suppose that, instead of the per unit tax in (e), a lump sum tax of the same dollar amount is levied on Donald. What is Donald's utility maximizing market basket? g. The taxes in (e) and (f) both collect exactly the same amount of revenue for the government, which of the two taxes would Donald prefer? Show your answer numerically and explain why Donald prefers the per unit tax over the lump sum tax, or vice versa, or why he is indifferent between the two taxes.
- Q3Use a matrix method to find the equilibrium prices and quantities where the supply and demand functionsfor Good 1, Good 2 and Good 3 are asQd1 = 50 − 2P1 + 5P2 − 3P3, Qs1 = 8P1 − 5Qd2 = 22 + 7P1 − 2P2 + 5P3, Qs2 = 12P2 − 5Qd3 = 17 + P1 + 5P2 − 3P3, Qs3 = 4P3 − 1Given the following demand and supply equations: Demand Qd = 100 - 2P Supply QS = 10 + P 1. Mathematically compute for the equilibrium price and quantity. Why would such a combination be the market equilibrium? 2. Will a shortage or surplus exist in the market if the price is i.) 20 per unit and ii.) 35 per unit? Compute mathematically how large is the shortage/surplus. 3. Illustrate in a completely labelled graph the situations presented in (2.) above.The lockdown around the world has caused the rapid growth in the electronic market as people have shifted from conventional methods to the new methods for imparting knowledge and staying connected. If demand and supply function are given as: Qd= 65 – 10P Qs= -35 + 15P Find the equilibrium price and quantity and show it on labeled D/S diagram. How do you interpret market equilibrium: (i) if P= Rs.6? (ii) if P=2? 3.Show on the Demand-Supply diagram in (a), the graphical interpretation of your answer of (b).
- Kids in the city were willing and able to buy 12 rolls of cotton candy when the price was $1.00 each and 2 rolls of cotton candy when the price was $3.00 each. However, cotton candy machine owners in the city are willing to make 2 cotton candy rolls when the price was$1.00 and 12 cotton candy rolls when the price is $3.00 ii) Assuming that the market is linear, showing all working Derive the demand curve Pd(Q) for cotton candy in the term of price, where x= quantity Derive the supply curve Ps(Q) for cotton candy in term of price, where x = quantity iii) Using your answer from part (ii), Determine the equilibrium price and quantity for cotton candy in the cityAs you now know, we are considering entering the tomato sauce market. We have continued our research and now better understand consumer demand for our jars of sauce as: D(p) = -3p+25 We are prepared to supply: S(p) = 2p-4 In this question, assume that the equilibrium price and quantity are given by: P∗ and Q∗ What is the consumer's surplus at $4?Suppose the demand curve is given by P = 433 - 2Q and the supply curve is given by P = 5Q. Suppose the supply curve shifts left by 20. How much lower is total surplus in the new equilibrium than in the old equilibrium? Give your answer to 2 decimal places. Give me calculation and full explanation and correct answer otherwise i give multiple down vote Note:- Please avoid using ChatGPT and refrain from providing handwritten solutions; otherwise, I will definitely give a downvote. Also, be mindful of plagiarism. Answer completely and accurate answer. Rest assured, you will receive an upvote if the answer is accurate.