) Determine the inverse demand function. 0) Determine the vertical intercept of the inverse demand function. )Determine the horizontal intercept of the inverse demand function. d) Determine the slope of the inverse demand function. 2) Draw the consumer's inverse demand curve in Figure 1 provided in the answer booklet. Determine the market demand curve if there are 1000 consumers with the demand function Q = 40 - 5P 2) The demand functions for consumers 1, 2, and 3 are respectively Q1 = 60 - P, Q2 = 80 - 2P, and Q3 = 80 4P ) Determine the inverse demand function for each consumer. 0) Determine the vertical intercept for each inverse demand function. Determine the horizontal intercept for each inverse function. d) Determine the slope for each inverse demand function. 2) Determine the market demand curve. Draw the inverse market demand curve in Figure 2 provided in the answer booklet. 8) A consumer's demand function for good x is Qx = 8 - Px - Py/2 + 1/100 with Ox representing the quantity demand for good x, Px the price for good x, Py the price for good y, and I the consumer's income. ) Draw the inverse demand curve in Figure 3 provided in the answer booklet if Py = 2 and I = 100. 0) Draw the inverse demand curve in Figure 3 provided in the answer booklet if Py increases from 2 to 4 and I = 100. () Draw the inverse demand curve in Figure 3 provided in the answer booklet if I increases from 100 to 200 and Py = 2 1) A consumer's demand function for good x is @x = 50 - Px + 3Py/2 - Pz + 1/125 with Qx representing the quantity demand for good x, Px the price for good x, Py the price for good y, Pz the price for good z, and I the consumer's income.Topic 6 The following is an accounts receivable aging schedule for Caulfield Lid on 30 June 2019. Customer Total Number of days past due 1-30 31-60 61-90 Over 90 Bela 18,000 11,000 7,000 Tom 22,000 22,000 Jason 35,000 15,000 12,000 8,000 Lee 41,000 41,000 Estimated percentage uncollectable 5% 10% 25% 50% At 30 June 2019, the unadjusted balance in allowance for doubtful debts is a credit of $8,000. At 31 March 2020, a debtor named Alan declared bankrupt and unable to pay $500 owing to Caulfield Lid. At 15 May 2020, a cheque for $500 is received from Alan whose account was written-off as uncollectable on 31 March. At 30 June 2020, the unadjusted balance in allowance for doubtful debts is a debit of $500 and the ageing schedule indicates that total estimated bad debts will be $25,000. Required: a) Show the general journal entry to record the adjusting entry at balance day 30 June 2019. b) Show the general journal entry record the events and transactions related to Alan in 2020. c) Show the general journal entry to record the adjusting entry at balance day 30 June 2020.A1. Assume that Canada is an importer of televisions and that there are no trade restrictions. Canadian con- sumers buy 1 million televisions per year, of which 400 000 are produced domestically and 600 000 are imported. a. Suppose that a technological advance among Japa- nese television manufacturers causes the world price of televisions to fall by $100. Draw a graph to show how this change affects the welfare of Canadian consumers and Canadian producers and how it affects total surplus in Canada. b. After the fall in price, consumers buy 1.2 million televisions, of which 200 000 are produced domes- tically and 1 million are imported. Calculate the change in consumer surplus, producer surplus, and total surplus from the price reduction. c. If the government responded by putting a $100 tariff on imported televisions, what would this do? Calculate the revenue that would be raised and the deadweight loss. Would it be a good policy from the standpoint of Canadian welfare? Who might support the policy? Who might oppose it? d. Suppose that the fall in price is attributable not to technological advance but to a $100 per television subsidy from the Japanese government to Japanese industry. How would this affect your analysis
