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Principle of financing solving the problems: You invested $5,000 in a mutual fund, and after 9 years the balance grew to $14,650. Assuming monthly compounding,
Principle of financing
- solving the problems:
- You invested $5,000 in a mutual fund, and after 9 years the balance grew to $14,650. Assuming monthly compounding, what APR must you have earned during those years?
- 2) You plan to begin contributing each pay period to your employers 401k plan at the beginning of the month in which you turn 25. You will be paid twice a month. Your salary is $52,800 and your employer will match your contribution up to 4% of your salary. You can contribute more, but your employer stops at 4%. You decide to contribute 6% of your salary, making contributions each pay period that include both your and your employers portions. How much will you have saved for retirement if you earn 6.4% over time and you retire at age 65? Assume the same salary over the years.
- You deposit $12,000 in a savings account, and it grew to $24,900. If you earned only 3.4%, how many years did it take to reach that final balance? Assume quarterly compounding. Round to the nearest year
- When you retire you expect to have savings of $600,000 and to receive Social Security each month in the amount of $2,100. If you expect to live 30 years after retirement, and can earn 3.5% on your savings during retirement, what will your annual retirement income be?
- You decide to buy a new car. The car you want costs $28,600. You will put 12% down on the car and finance the rest. The dealership, after viewing your credit report and FICO score, decide to offer you a 5-year, 6.2% loan requiring monthly payments that begin one month from the date of sale. What will be the amount of the monthly payment youll make?
- How much would you need to save each month (starting one month from today) in order to have $750,000 in your IRA account when you retire 35 years from today? Assume an APR of 6.00%.
- You win the lottery, and the NY Lottery says that the total prize is $5,400,000 but thats $270,000 per year (starting immediately) for 20 years. You have the option of receiving a lump sum payment today of $3,650,000. If you use a discount rate of 4.4%, how much will you gain by making the correct choice?
- You can afford a monthly payment for a new car of $725. The bank will offer you a loan for 5 years, with monthly payments, at an APR of 4.8%. Given these facts, what is the maximum amount you can afford to pay for a new car?
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