a) The demand function for a product is p = 60 3-9/15) where q is the number of units and p is the price of one unit. At what price will the demand be 15 units? How many units will be demanded if the price is $41.60?

What is the "quantity demanded"? A) the maximum amount of a good that can be consumed during a specific time period B) the amount of a good people are able and willing to buy during a specific time period and at a given price C) the amount of a good people desire D) the amount of a good people are able and willing to buy at all possible prices

For the following demand function: Q(P) = 2015 - 31P Calculate the price where the quantity demanded falls to zero

Demand for Martha’s Mums will be 650 small mum plants if they are priced at $4.25 each but only 150 if they are priced at $10.75 each. a. Find the linear demand equation for Martha’s small mums (let x = number of small mum plants supplied, y = price). b. At what price will the demand for Martha’s mums drop to zero? c. What will be the demand for Martha’s mums if they are free? (Round to the nearest whole number).

Given the following information,when price is 100ksh the quantity supplied is 45units and when the price increases to 250ksh the quantity supplied is 60 units.Derive the function that depicts the law of supply

Below are the supply and demand schedules for a video game. Price $200 $180 $160 $140 $120 $110 $100 $90 $80 $60 Quantity Demanded 10 15 20 25 30 35 40 45 50 55 Quantity Supplied 100 90 80 70 60 50 40 30 20 10 a) What is the equilibrium price? $ b) What is the equilibrium quantity? Assume that this video game receives a poor rating and consumers decide to purchase 45 less at each price. c) What is the new equilibrium price? $ d) What is the new equilibrium quantity? 100 40 units units

Consider the demand for soap shown in Figure 1 above. How much soap will consumers purchase if the price of a pound of soap is $8?      A) 210 pounds       B) 248 pounds       C) 286 pounds       D) 305 pounds

Suppose you are given the following supply and demand equations for your company's product, executive fountain pens: Qd = 12,000 - 2P + 3Py - 5Pn - 2Pk + 4M + 3A Qs = 8,000 + 4,000P - 7Pm - 3Pw where:   Qd = quantity demanded of fountain pens Qs = quantity supplied of fountain pens P = price per unit of fountain pens Py = price per unit of pencils Pn = price per unit of notebooks Pk = price per bottle of ink M = consumer income A = number of units of advertising purchased by the company Pm = cost of purchasing materials (inputs) for fountain pens Pw = cost of hiring a worker (wage rate) a) given the signs of the coefficients in the demand equation, how does the demand for fountain pens react to each variable (i.e., substitutes, complements, normal good, inferior good)?   b) given the signs of the coefficients in the supply equation, how does the supply for fountain pens react to each variable?   c) suppose you are given the following data:   Py = $10 Pn = $15 Pk = $8 M = $20,000 A =…

QUESTION 4 For the following demand function: Q(P) = 36,500-5P Calculate the price where the quantity demanded falls to zero 7,300 8,300 7,400 9,400