u finish school. You then retire and start to receive your BEGINNING of the month payments of $10,000 for 60 years (before the money runs out). How much did you win?? (Timeline is 63 years and interest is 9% compounded mon
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- You won the state lottery and took the payout as a $1,823,475 lump sum today. Your spouse has decided that you need to invest this money for the next 9 years and can expect it to earn an average annual rate of return of 8.00%. If this comes to pass, how much money will be in the account at the end of the period?To prepare for his retirement in 13 years, Tekla deposited 10,000 in an account paying 9%. Nine years after, he deposited another 10,000. How much will be available at his retirement?* Find the simple interest earned in an account where 5,000 is on deposit from March 14, 2020 to your birthday next year at 5%. Write your birthday. Use all methods discussed.* For what rate it is possible for a deposit of 40,000 to earn 8,400 in simple interest if the money is to be left on deposit for 5½ years?* Find the principal necessary to earn 500 in simple interest if the money is to be left on deposit for 5 years and earns (A) 8.5%; (B) 8%; (c) 7.5%.* Michelle signs a note for 2,000 due in 9 months at 3%. Three months after the note is signed, the holder of the note sells it to Donita who charges 3.5%. How much does the holder receive?* Tekla owes 100 due in 5 months and 700 due in 9 months. What single payment in 6 months will discharge these obligations if the settlement is based on an interest…On january 1, 2010, you put 1000.00 in a savings account that pays 6(1)/(4)% interest, and you will do this every year for the next 18 years. Withdraw the balance on December 31 , 2028 , to pay for your child's college education. How much will you withdraw?
- 1) earn 8 percent interest per year, compounded annually. You will not withdraw any principal or interest until you retire in 48 years. Which one of the following statements is correct? Assume you deposited $6,000 into a retirement savings account today. The account will A) The interest you carn in Year 7 will equal the interest you earn in Year 14. B) The interest amount you earn will double in value every year. C) The total amount of interest you will earn will equal $6,000 x .08 x 48. D) The present value of this investment is equal to $6,000. E) The future value of this amount is equal to $6,000 x (1 + 48)".You have inherited money from a distant relative, and it will arrive in 4 separate deposits over the course of 6 years as shown below. At the same time, you're receiving an annual salary of $50,000 (an annuity). At the end of the 6th year, how much money will be in your account, if your account has an annual interest rate of 8%? Year 1: $5,000 Year 2:0 Year 3: $6,400 Year 4: $8,000 Year 5:0 Year 6: $7,500 Typed numeric answer will be automatically saved.Say that you plan to retire in 9 years. Starting today, you plan to make 9 annual contributions of $6.6k to an investment account that will earn 6.7% interest annually. If you also plan to make a special contribution of $6.6k in 6 years, then what is the account balance when you retire? (Round to the nearest dollar).
- Say that you plan to retire one quarter after making quarterly contributions to a retirement account for 10 years. You plan to make quarterly contributions of $1007 to an investment account that will earn 10.0% interest annually. If your first contribution occurs today, then what is the account balance when you retire? (Round to the nearest dollar)You just won a special lottery which will entitle you to an annual payment $45000 for 10 years, but the first payment won't start until 5 years later (i.e. 1st payment at the end of the 5th year). If you plan to immediately deposit every payment into an annuity product that gives you 5.62% APR with annual compounding, how much is your account balance at the end of the lottery payment plan (i.e. when you receive the last payment)?Part A: By the end of this year, you would be 35 years old and you want to plan for your retirement. You wish to retire at the age of 65 and you expect to live 20 years after retirement. Upon retirement, you wish to have an annual sum of $50,000 to supplement your social security benefits. Therefore, you opened now your retirement account with a 7% annual interest rate. At retirement, you liquidate your account and use the funds to buy an investment-grade bond which makes $50,000 annual coupon payments based on a 6 % coupon rate, throughout your retirement years. How much will the face value of the bond that you will be investing? Please calculate the monthly payment in your retirement account in order to be able to achieve the plan mentioned above? How much will your inheritors receive?
- You decide to open an individual retirement account (IRA) at your local bank that pays 8%/year compounded annually. At the end of each of the next 40 years, you will deposit $4,000 into the account. Three years after your last deposit, you will begin making annual withdrawals. What annual amount will you be able to withdraw if you want the withdrawals to last. Solve, a. 20 years ? b. 30 years? c. Forever?Part A: By the end of this year, you will be 35-years old, and you want to plan for your retirement. You wish to retire at the age of 65, and you expect to live 20 years after retirement. Upon retirement you wish to have an annual sum of $50,000 to supplement your social security benefits. Therefore, you opened your retirement account with a 7% annual interest rate. At retirement you liquidate your account and use the funds to buy an investment grade bond which makes $50,000 annual coupon payments based on a 6 % coupon rate throughout your retirement years. What is the face value, not the actual value, of the bond that you will be investing in? Please calculate the monthly payment in your retirement account in order to be able to achieve the plan mentioned above. How much will your inheritors receive?After retirement, you expect to live for 25 years. You would like to have a $95,000 income each year. The annual interest rate is 9 percent per year. Required: Calculate the amount of savings you have in your retirement account to receive this income. 1 Assume that the payments start on the day of your retirement. 2.Assume that the payments start one year after the retirement.
