Option #1: Option #2: Option #3: $10,000,000 after three years $12,000,000 after five years $2,150,000 per year for five years
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Using the time value of money
Congratulations! You have won a state lottery. The state lottery offers you the following (after-tax) payout options:
Assuming you can earn 6% on your funds, which option would you prefer?
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- Assume that Aliza has a winning lottery ticket and she are the given the option of accepting the value of P1,000,000 paying interest three years from now or taking the present value of the P1,000,000 now. The sponsor of the prize is using a 6% interest and discount rate. a. If she choose to receive the present value of the prize now, how much will she receive? b. If she choose to receive the value 3 years from now, how much will she receive? c. Which of the options will give her higher amount?You won a lottery of $1,000,000. Office offered two options: the first one you can take it today a $500,000 today (after tax), or the second option: $50,000 per year for the rest of your life (you are 20 and expected to live a long time, like 200…) if the interest rate is 10%. What is the value of the second option today?You want to save up to pay your 9-year-old child's college tuition fee, which costs $63,200, when he'll be 17. Given an interest rate of 3.5%, how much would you need to invest now to be able to pay for their college. Select one: a.$47,994.81 b.$21,403.06 c.$39,058.98 d.$29,394.81
- DaYou wish to establish a permanent scholarship at Bond University providing a worthy student with $1000 annually. If invested monies generate an 8% return, how much is needed in the scholarship fund?You want to investigate whether it will make financial sense for your business to purchase some real estate. Find a commercial property that is for sale in Charlotte, NC that your business could use (purchase price must be at least $20,000). Include the URL that will take the class to the webpage for the property. You will finance 80% of the purchase price; you will put 20% down on the purchase. Using 5% as the interest on your 30-year fixed rate mortgage, calculate the monthly payment. Next, calculate the payment using the same 5%, but for a 15-year mortgage. Show all steps in your calculations in your post. In a summary paragraph, discuss the results of your calculations and what you think is the best decision for your business to make regarding purchasing the property. Include these items in your post: URL link to property Calculation of 30-year monthly payment Calculation of 15-year monthly payment Steps in calculations (Excel is recommended) Summary
- Suppose that Dmitri just won the lottery and must choose between three award options: 1. A lump sum of $40,000,000 received today 2. 15 end-of-year payments of $5,000,000 3. 40 end-of-year payments of $3,600,000 Assume the interest rate is 8.00%, entered as 8 on your financial calculator. Note: Take the absolute value of the present value when answering this question. Using a financial calculator yields a present value for option 2 of approximately and a present value for option 3 of approximately (when the interest rate is 8.00%). Based on this, Dmitri should choose option if he seeks to maximize present value. Now assume the interest rate is 9.00%, entered as 9 on your financial calculator. Note: Take the absolute value of the present value when answering this question. Using the table you just filled out and a financial calculator, yields a present value for option 2 of approximately and a present value for option 3 of approximately v (when the interest rate is 9.00%). Based on…2. How much can you deduct for AGI for the following scenarios? Provide explanation for possible partial credit. (Remember that I only ask how much For AGI deduction can you claim in each scenario, I do not ask for the calculation of AGI) • Austin is a Graduate student. His gross income for 2020 is $25k from his Research assistant job. Austin pay $18k for his tuition in 2020 from his out-of-pocket money. • Anna is a non-active, non-managing, partner in AnnaBanana LLC. Her tax basis in the partnership is $10k. Her share of loss from the partnership is $12k. • Allison contribute $4k to her traditional IRA.Your dreams of becoming rich have just come true. You have won the State of Tranquility's Lottery. The State offers you two payment plans for the$4,000,000 advertised jackpot. You can take annual payments of $160,000 at the end of the year for the next 25 years or $1,864,573 today. b. If your investment rate over the next 25 years is 6%, what is the present value of the $160,000 annual payments today?
- Follow the instructions. Typewritten for an upvote. No upvote for handwritten. PLEASE SKIP IF YOU HAVE ALREADY DONE THIS. Thank you SHOW SOLUTIONS, NO SOLUTIONS NO UPVOTE2. How much can you deduct for AGI for the following scenarios? Provide explanation for possible partial credit. (Remember that I only ask how much For AGI deduction can you claim in each scenario, I do not ask for the calculation of AGI) • Austin is a Graduate student. His gross income for 2020 is $25k from his Research assistant job. Austin pay $18k for his tuition in 2020 from his out-of-pocket money. • Anna is a non-active, non-managing, partner in AnnaBanana LLC. Her tax basis in the partnership is $10k. Her share of loss from the partnership is $12k. • Allison contribute $4k to her traditional IRA.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…