Qd - 500 - 4p: Demand Curve Equation .100+2p:Supply Curve Equation In equilibrium Q& In equilibriump-p...
A market demand and supply functions are as follows: Qd = 500 - P/4, and Qs = P/2 - 100. For parts 2-5, use ONE graph. 1. Determine the equilibrium price and quantity. 2. Graph the inverse demand and supply curves with Q on the horizontal axis and P on the vertical axis. Clearly label all axes, curves, intercepts, and the equilibrium price and quantity values 3.Assume the government sets a rule that the selling price cannot go above $400....
6. Given the following demand and supply curve, Qd = 500 - 4P and Qs = 5P - 400 a. Calculate and graph the market equilibrium, P and Q b. If the government raises the price to $105, calculate and graph the surplus or shortage that it creates
5. Suppose the demand and supply functions are given by QD 15-P Qs- P-5, where QD and Qs are the quantities and P is the price. a) Graph the demand curve and supply curve. [Hint: label each axis, the price and quantity b) Calculate the equilibrium price and quantity; add these values to the graph and label them as c) Suppose demand decreases by 1 unit at each price. What is the new demand function? Add the d) Calculate the...
Suppose that Florian's demand for good “Z” is Qd. Florian = 24 - 3P and Sara's demand is Qo. Sara = 32 - 4P. b) Draw each demand curve on the same graph. (Q on the horizontal axis and P on the vertical axis.) Do not forget to include the value of the intercepts on the vertical and horizontal axes for each curve. Label Florian's demand curve “Florian” and Sara's demand curve “Sara”. c) Derive the market (combined) demand equation...
Supply & Demand, Equilibrium, and Surplus 1. Consider a specific market for smart phone plans (not the phones) in a small town. Here are the conditions: Q = 50 – 0.5 * P Q = –25 + P a. Is the first one the supply or demand curve? How can you tell? (hint: solve for P first) b. At what price will the market be in equilibrium? How many transactions (quantity) will take place? c. If the current price is...
E) Solve the mathematical problems below: 1. The demand and supply curves for hotdogs in California are given by the following two equations QD = 8,000 - 800P QS = 2,000 + 200P Where QD represents quantity demanded, QS represents quantity supplied and P represents price. a. Find the equilibrium quantity and price: b. If students suddenly acquire a greater taste for hotdogs, which of the following would be the new demand curve? Circle the correct equation: QD = 6,500...
Suppose Market demand is given by the equation Qd=24-4p. tires are supplied according to the market supply equation Qs=4p a. find the equilibrium price and output and draw the demand and supply curves in the equilibrium market b. find the consumer surplus, producer surplus and total surplus
Suppose in Flower Land people grow roses, and you have a demand and supply curve for roses, where P is the price for roses and Q is the quantity of roses: P=120-8Q P=10+2Q Please find the equilibrium price and quantity for roses. Please graph supply and demand curves and show the equilibrium price and quantity demanded on the graph. Please also label the axes, intercepts, and curves.
Assume that demand for a commodity is represented by the equation P = 20 – 0.6 Q d, and supply by the equation P = 10 + 0.2 Qs where Qd and Q s are quantity demanded and quantity supplied, respectively, and P is the Price. Use the equilibrium condition Qs = Qd 1: Solve the equations to determine equilibrium price. 2: Now determine equilibrium quantity. 3. Make a Table of points and then graph the following 4. Graph Demand...
Demand curve: P = 30 – Q Supply curve: P = 2Q a) Calculate the equilibrium quantity and price. b) Draw the curves. c) Suppose that the government set the price at 25 dollars. Calculate the shortage or surplus that is created on the market. W4 exercise Use the demand and supply functions from ‘W3 exercise’ and calculate the consumer surplus and the producer surplus. W5 exercise Suppose that the demand schedule for electric bicycles is as follows: a) Use...