The demand and supply curves are given by q=110−2p and q=3p−50, respectively; the equilibrium price is $32 and the equilibrium quantity is 46 units. a sales tax of 7% is imposed on the consumer. (a) find the equation of the new demand and supply curves. enter the exact answer. demand: q= supply: q= (b) find the new equilibrium price and quantity. round your answers to two decimal places. p=$ number q= number units

Balance sheet baggett company's balance sheet accounts and amounts as of december 31, 2016, are shown in random order as follows: account debit (credit) account debit (credit) income taxes payable $(3,800) additional paid-in capital on preferred prepaid items 1,800 stock $(7,900) additional paid-in capital on common stock (9,300) allowance for doubtful accounts (1,600) land 12,200 bonds payable (due 2020) (23,000) notes payable (due 2019) (6,000) buildings 57,400 notes receivable (due 2018) 16,400 sinking fund to retire bonds payable 5,000 accounts receivable 12,600 advances from customers (long-term) (2,600) premium on bonds payable (1,400) cash 4,300 accounts payable (13,100) accumulated depreciation: equipment (9,700) inventory 7,400 retained earnings (18,300) accumulated depreciation: buildings (21,000) preferred stock, $100 par (18,600) patents (net) 4,600 wages payable (1,400) equipment 28,700 common stock, $10 par (12,700) required: 1. prepare a december 31, 2016 balance sheet for the baggett. baggett company balance sheet december 31, 2016 assets current assets: $ $ $ long-term investments: $ property, plant, and equipment: $ $ $ intangible assets: liabilities current liabilities: $ $ long-term liabilities: $ $ other liabilities: shareholders' equity contributed capital: $ $ $ $ 2. compute the debt-to-assets ratio. round to one decimal place. do not enter a percent sign (%) as part of your answer. %

Acoase solution to a problem of externality ensures that a socially efficient outcome is to

Amanufacturer has paid an engineering firm $200,000 to design a new plant, and it will cost another $2 million to build the plant. in the meantime, however, the manufacturer has learned of a foreign company that offers to build an equivalent plant for $2,100,000. what should the manufacturer do?