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answer 26-30 please 26. S Your favorite aunt has committed to provide you with $25,000 for a down payment for your first home. You mentioned

answer 26-30 please
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26. S Your favorite aunt has committed to provide you with $25,000 for a down payment for your first home. You mentioned to her you plan to buy a home in 5 years. She agrees to set aside money for you today to she will have money to give you when you purchase your first home. The market rate she can earn over the investment period is 9% and it will compound monthly, what amount will she set aside today? (Round to nearest dollar) 27. $ You won the lottery when the jackpot was advertised at $4,000,000 (which results in annual payments of $160,000 paid for 25 years). Your choice is to take the annual payments for 25 years or take the lump sum payout today which is the present value of the advertised jackpot. The lottery administration uses a 3.25% interest rate. What is the value of the lump sum payout? (Round to nearest dollar) 28. S Your favorite uncle wants to give each of his favorite nieces and nephews $45,000 now while he is still alive so he can appreciate the benefit of their gratitude. Your goal is the save the money he gives you so when you get older, you'll have money to start a family. What will be the value of your investment if the rate you can earn on your investments is 10%, compounding semiannually for 6 years? (Round to nearest dollar) 29. AS & B.S (Round to nearest dollar) You can earn a market rate of 6%. A What is the monthly payment amount necessary to save $35,000 by the end of 4 years? B. If you borrow $35,000 today what is the amount of the monthly payment to pay it off in 4 years? Chapter 8 Page 8-3 30. S You would like to start saving for retirement. Assuming you are now 22 years old and you want to retire at age 62, you have 40 years to watch your investment grow. You decide to invest in the stock market, which you expect it to earn about 6% per year into the future. You decide to invest $500 at the end of each month for the next 40 years (480 months). Calculate your accumulated investment at the end of 40 years. (Round to nearest whole dollar

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