Derek plans to retire on his 65th birthday. However, he plans to work part-time until he turns 70.00. During these years of part-time work, he will neither make deposits to nor take withdrawals from his retirement account. Exactly one year after the day he turns 70.0 when he fully retires, he will begin to make annual withdrawals of $157,978.00 from his retirement account until he turns 93.00. After this final withdrawal, he wants $1.56 million remaining in his account. He he will make contributions to his retirement account from his 26th birthday to his 65th birthday. To reach his goal, what must the contributions be? Assume a 9.00% interest rate. Submit
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- Irene plans to retire on December 31st, 2019. She has been preparing to retire by making annual deposits, starting on December 31st, 1979, of $2450 into an account that pays an effective rate of interest of 9.1%. She has continued this practice every year through December 31st, 2000. Her goal is to have $1.5 million saved up at the time of her retirement. How large should her annual deposits be (from December 31st, 2001 until December 31st, 2019) so that she can reach her goal? Payment = $68573.5Daryl wishes to save money to provide for his retirement. He is now 30 years old and will be retiring at age 64. Beginning one month from now, he will begin depositing a fixed amount into a retirement savings account that will earn 12% compounded monthly. Then one year after making his final deposit, he will withdraw $100,000 annually for 25 years. In addition, and after he passes away (assuming he lives 25 years after retirement) he wishes to leave in the fund a sum worth $1,000,000 to his nephew who is under his charge. The fund will continue to earn 12% compounded monthly. How much should the monthly deposits be for his retirement plan?Today is Derek's 25th birthday. Derek has been advised that he needs to have $3,863,156.00 in his retirement account the day he turns 65. He estimates his retirement account will pay 9.00% interest. Assume he chooses not to deposit anything today. Rather he chooses to make annual deposits into the retirement account starting on his 27.00th birthday and ending on his 65th birthday. How much must those deposits be?
- Kate is 28 years old today and is beginning to plan for her retirement . She wants to set aside an equalamount at the end of each of the next 37 years so that she can retire at age 65 . She expects to live to the maximum ageof 90 and wants to be able to withdraw $250,000 per year for 25 years from the account on her 66th through 90th birthday. The account is expected to earn 5% annually. Determine the size of the annual deposit by kateEZ Leifer plans to retire at the age of 65 and believes he will live to be 90. EZ wants to receive an annual retirement payment of $50,000 at the beginning of each year. He seta a retirement account that is estimated to earn 6 percent annually. a. How much money will EZ have in the account when he reached 65 years old? b. EZ is currently 29 years of age. How much must he invest in this account at the end of each year for the next 36 years to have the required amount in his account at age 65?At age 33 Jacob starts making a contribution of $425 at the end of each half-year into a retirement account that pays 6% annually. He continues to do so for 15 years, until he is 48, and then quits making contributions. Suppose that he leaves the money in the account until he is 65. How much money will there be in the account? How much of that money is interest he has earned?
- Irene plans to retire on January 1, 2020. She has been proparing to retire by making annual deposits, starting on January 1, 1980, of 2400 dollars into an account that pays an effective rate of interest of 9.8 percent. She has continued this practice every year through January 1, 2001. Her goal is to have 1.4 million dollars saved up at the time of her retirement. How large should her annual deposits be (from January 1, 2002 until January 1, 2020) so that she can reach her goal? Answer = dollars.Magnus wishes to have $1,500,00 when he retires in 44 years. What are the monthly payments he must deposit into an account that earns 2.5%?J'Mal wishes to retire at age 65. At the age of 21, he begins depositing $35 per month into an account earning 8.5% AAPR. How much money will he have when he turns 65?
- Eugene began to save for his retirement at age 27, and for 14 years he put $ 275 per month into an ordinary annuity at an annual interest rate of 5% compounded monthly. After the 14 years, Eugene was unable to make the monthly contribution of $ 275, so he moved the money from the annuity into another account that earned 5% interest compounded monthly. He left the money in this account for 24 years until he was ready to retire. How much money did he have for retirement? Retirement amount = If Eugene had waited until he was 42 years old to start saving for retirement and then decided to put money into an ordinary annuity for 23 years earning 5% interest compounded monthly, what monthly payment would he have to make to accumulate the same amount for retirement as you found in the first part of the question? Retirement amount =Eugene began to save for his retirement at age 30, and for 11 years he put $ 275 per month into an ordinary annuity at an annual interest rate of 7% compounded monthly. After the 11 years, Eugene was unable to make the monthly contribution of $ 275, so he moved the money from the annuity into another account that earned 11% interest compounded monthly. He left the money in this account for 24 years until he was ready to retire. How much money did he have for retirement?Eugene began to save for his retirement at age 26, and for 10 years he put $ 425 per month into an ordinary annuity at an annual interest rate of 9% compounded monthly. After the 10 years, Eugene was unable to make the monthly contribution of $ 425, so he moved the money from the annuity into another account that earned 8% interest compounded monthly. He left the money in this account for 29 years until he was ready to retire. How much money did he have for retirement? Retirement amount =