Morgan John has just learned he has won a $2,800,000 prize in the state lottery. He has two options for receiving the payments: (1) If Morgan takes all the money today, the state and federalgovernments will deduct taxes at a combined rate of 40% immediately. (2) Alternatively, the lottery offers Morgan a payout of 20 equal payments of $199,900 with the first payment occurringwhen Morgan turns in the winning ticket. Morgan will be taxed on each of these payments at a rate of 30%. Assuming Morgan can earn an 6% rate of return (compounded annually) on anymoney invested during this period.Hick here to view factor tablesCompute the present value of the cash flows for the lump sum payout.Lump sum payout$Compute the present value of the cash flows for the annuity payout. (Round factor values to 5 decimal places, eg. 1.25124 and final answer to O decimal places, eg. 458,581)Present value of annuity payout$Which pay-out option should he choose?SUPE

The objective of this question is to determine which payout option, lump sum or annuity, would be…

Answered: Morgan John has just learned he has won…

FINANCIAL ACCOUNTING

10th Edition

ISBN:9781259964947

Author:Libby

Publisher:Libby

Chapter1: Financial Statements And Business Decisions

Section: Chapter Questions

Problem 1Q

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Bob's Lottery Incorporated has decided to offer winners a choice of $100,000 in 10 years or some amount currently. Assume that Bob's Lottery Incorporated earns a 10 percent after-tax rate of return. What amount should Bob's offer lottery winners currently in order to be indifferent between the two choices? (See Exhibit 3.1) NOTE: Round your answer to the nearest whole dollar amount.
Suppose a wealthy individual approaches you and says, “Because of your outstanding ability to manage money, I am prepared to present you with a tax-free gift of $1,000. If you prefer, however, I will postpone the presentation for a year, at which time I will guarantee that you will receive a tax-free gift of $X.” (For purposes of this example, assume that the guarantee is risk-free.) In other words, you can choose to receive $1,000 today or receive $X 1 year from today. Which would you choose if X equals (1) $1,000, (2) $1,050, (3) $1,100, (4) $1,500, (5) $2,000, (6) $5,000, (7) $10,000, (8) $100,000? Suppose the student is guaranteed to receive $1,100 one year from today, and nothing thereafter, if $1,000 is invested today in a particular venture. What is the return on the student’s investment?
Bella Wans is interested in buying a new motorcycle. She has decided to borrow the money to pay the $25,000 purchase price of the bike. She is in the 33% income tax bracket. She can either borrow the money at an interest rate of 7% from the motorcycle dealer, or she could take out a second mortgage on her home. That mortgage would come with an interest rate of 9%. Interest payments on the mortgage would be tax deductible for Bella, but interest payments on the loan from the motorcycle dealer could not be deducted on Bella's federal tax return. a. Calculate the after-tax cost of borrowing from the motorcycle dealership. b. Calculate the after-tax cost of borrowing through a second mortgage on Bella's home. C. Which source of borrowing is less costly for Bella? d. Should Bella consider any other factors when deciding which loan to take out?
The Wilmoths plan to purchase a house but want to determine the after-tax cost of financing its purchase. Given their projected taxable income, the Wilmoths are in the 24% Federal income tax bracket and the 8% state income tax bracket (i.e., an aggregate marginal tax bracket of 32%). Assume that the Wilmoths will benefit from itemizing their deductions for both Federal and state purposes. The total cash outlay during the first year of ownership will be $23,400 ($1,200 principal payments, $22,200 qualified residence interest payments). If required, round your interim calculation to nearest dollar. As a result, the initial year after-tax cost of financing the purchase of the home will be $fill in the blank 1
Steven is looking to invest his excess money of $430,000 in an opportunity that will provide the best overall net cash flow. If he invests in Wildhorse County bonds, they will generate 3% interest annually. If he invests in Wildhorse Manufacturing Company bonds, they will generate 4.25% interest annually. Steven is currently in a 32% tax bracket. Which investment will provide his best overall net cash flow? Net cash flow $ Wildhorse County Bond Wildhorse Manufacturing Co. $ investment will provide best overall net cash flow.
Please send me answer of this question immediately and i will give you like sure
Your answer is partially correct. Chris Long has just learned he has won a $506,800 prize in the lottery. The lottery has given him two options for receiving the payments. (1) If Chris takes all the money today, the state and federal governments will deduct taxes at a rate of 46% immediately. (2) Alternatively, the lottery offers Chris a payout of 20 equal payments of $39,500 with the first payment occurring when Chris turns in the winning ticket. Chris will be taxed on each of these payments at a rate of 26%. Click here to view factor tables. Compute the present value of the cash flows for lump sum payout. (Round answer to O decimal places, e.g. 458,581.) Lump sum payout $ Assuming Chris can earn an 9% rate of return (compounded annually) on any money invested during this period, compute the present value of the cash flows for annuity payout. (Round factor values to 5 decimal places, e.g. 1.25124 and final answer to O decimal places, e.g. 458,581.) Present value of annuity payout…
I solved the problem, but please put the information you provided in an excel spreadsheet to get the answers I have please and explain the steps/formula used. 1. John won a $45 million lottery today. The payout is the following: John gets $1.5 million today and $1.5 million each year for the next 29 years. How much money worth today for the lottery assuming John’s federal tax rate is 39.6%, state tax is 8.5% and his annual discount rate is 12%? Annual Discount Rate = 12% Annual Income = 1.5 million Annual Federal Tax = 39.6% * 1.5 million = 0.594 million Annual State Tax = 8.5% * 1.5 million = 0.1275 million Annual Net Income = 1.5 million - 0.594 million - 0.1275 million = 0.7785 million Calculate Total Present Value by using the PVOA Formula. Annuity Factor i = 12% ; time = 29 years ; Factor = 8.0218 PVOA = PMT x Annuity Factor = 0.7785 x 8.0218 = 6.244971 million Total PV = Initial Net Income + PVOA = 0.7785 million + 6.244971 million = 7.02 million
Melody won a $30 million lottery today. The payout is the following: Melody gets $1 million today and $1 million each year for the next 29 years. Suppose that the discount rate is 6%, how much money worth today for the lottery assuming federal tax rate is 25% and state tax is 8%?
Fiona has a four-year contract to sell coffee in a local office building. After two years in business, she wants to move on. Kurt wants to buy out the last two years of Fiona’s contract. He estimates he can make $7,500 in the first year and $7,800 in the second year. If the discount rate is 8%, what is the maximum amount Kurt should be willing to pay?

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