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Suppose the demand and supply function of the item x and y are associated with each other. If qx and qy are the units produced and sold of x and y, respectively, and px and py are the corresponding prices, the demand functions are qx=7-px+py and qy=24+px-py and the supply functions are qx=-3+4px-2py and qy=-5-2px+4py. What is the
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- suppose the demand and supply functions for an item are givem by QX = 50-2P and QX= 10+3P a, represent the above function graphically b, find the equilibrium price and quantityIn the following question you are asked to determine, other things equal, the effects of a given change in a determinant of demand or supply for product X upon (1) the demand (D) for, or supply (S) of, X; (2) the equilibrium price (P) of X; and (3) the equilibrium quantity (Q) of X A decrease in the price of a product that is a complement to X will increase D, increase P, increase Q increase D, decrease P, increase Q increase D, increase P, decrease Q decrease D, decrease P, increase Q shift D left with no change in P and QLet the demand and supply functions for a given commodity be Q = a - Bp Q,= -y+ p where (a, B, 8, > 0) and Qa and Q, are quantity demanded and quantity supplied
- For a demand function Qd = f (P), a change in price causes a change in the quantity demanded. There are other five (5) variables, enumerate and explain each variable influencing demand in the general demand function. These are fixed at specific values for a given demand equation.Find the équilibrium price and quantity if demand function D = 5 - 5p and supply function S=-5+5pLet the supply and demand functions for raspberry-flavored licorice be given by p = S(q) = q and p = D(q) = 90 - q ,where p is the price in dollars and q is the number of batches. Graph these functions on the same axes (graph the supply function as a dashed line and the demand function as a solid line). Also, find the equilibrium quantity and the equilibrium price.
- Let the supply and demand functions for raspberry-flavored licorice be given by p=S(q)= 54q and p=D(q)=60- 54q where p is the price in dollars and q is the number of batches Graph these functions on the same axes (graph the supply function as a dashed line and the demand function as a solid line). Also, find the equilibrium quantity and the equilibrium price.Suppose that the demand for a good is described by the inverse demand function p = 10 - 3q and the supply of the good is given by the inverse supply function p = 2 + 2 q: Q: What price will the buyers pay (use one decimal point)? Pb= [x]Suppose the demand curve for an air fryer is given by the following linear function: p = 0.25x + 250. a) Explain what 0.25 means in terms of the price and quantity. b) Explain why this demand curve would not do a good job of representing the relationship between the demand of a product and the price of an item.
- Suppose the demand function for a product is given by pq+p=5000 where p is price in dollars and q is the number of units sold. If the price is $50 and increasing by $2 per week, how is the quantity sold changing?A certain manufacturer has determined that the weekly demand and supply functions for their product are given by the equations: supply: p=-2x² +80 demand: p = 15x+30 where z represents the quantity demanded in units of a thousand and p is the unit price in dollars. Find the market equilibrium (equilibrium price and equilibrium quantity).In the following question you are asked to determine, other things equal, the effects of a given change in a determinant of demand or supply for product X upon (1) the demand (D) for, or supply (S) of, X; (2) the equilibrium price (P) of X; and (3) the equilibrium quantity (Q) of X. An increase in the price of a product that is a close substitute for X will
