A financial planning service offers a college savings program. The plan calls for you to make six annual payments of $16,800 each, with the first payment occurring today on your child’s 12th birthday. Beginning on your child’s 18th birthday, the plan will provide $35,000 per year for four years.

A couple wishes to establish a college fund at a bank for their five-year-old child. The college fund will earn an 8% interest compounded quarterly. Assuming that the child enters college at age 18, the couple estimates that an amount of $30,000 per year. in terms of today's dollars (dollars at child's age of five), will be required to support the child's college expenses for four years. College expenses are estimated to increase at an annual rate of 6%. Determine the equal quarterly deposits the couple must make until they send their child to college. Assume that the first deposit will be made at the end of the first quarter and that deposits will continue until the child reaches age 17. The child will enter college at age 18, and the annual college expense will be paid at the beginning of each college year. In other words, the first withdrawal will be made when the child is 18.

On the day his baby was born, a father decided to establish a savings account for the child’s college education. Any money that is put into the account will earn an interest rate of 8% compounded annually. The father will make a series of annual deposits in equal amounts of $5,000 on each of his child’s birthdays from the 1st through the 18th, so that he can make withdrawals from the account on the child’s 18th birthday for child's college funds. Find the amount accumulated at the end of child's 18th birthday. (Also draw the cash flow diagram).

A man wants to set up a 529 college savings account for his granddaughter. How much would he need to deposit each year into the account in order to have $80,000 saved up for when she goes to college in 15 years, assuming the account earns a 8% annual return. Annual deposit:

To help pay for an estimated $35000 in college expenses, parents make a deposit into a college fund at the beginning of each half-year over the course of 17 years. If this fund earns 6% interest, compounded semiannually, how large must these deposits be in order to pay for the estimated expenses? Round your answer to the nearest cent.

Assume that you are planning for your child's education. You would like to make deposits every 26 weeks (half year) in Years O through 21. with your first deposit to be made today (a total of 43 deposits), so that your child may make withdrawals in each of the Years 18 through 21 for tuition. Tuition is currently $3,000, but is expected to grow at 4% for each of the next 10 years, then at 6% for each of years 11 through 21. If you can earn a stated or nominal annual rate of 8.25%. but interest is compounded weekly (52-week year), then how much must you deposit every 26 weeks? O $301.31 O $271.99 $310.43 O $282.76 $292.40

You owe $32,000 to your parents for funding some of your college fees. You promise to make 5 annual payments of $8,200 to settle your debt. Approximately what interest rate are your parents charging, if you make the 5 annual payments beginning one year from now?

On a child's first birthday, a parent wishes to deposit enough money so that the child can withdraw $5000 per year for five years. If the first withdrawal will be on the child's 18th birthday, how much should the parent deposit? The rate is 5% annually.

On your child’s 1st birthday, you open an account to fund his college education. You deposit $300 to open the account. Each year, on hisbirthday, you make another deposit. Each subsequent deposit is 8% larger than the previous one. The account pays interest at 5%/year compounded annually. How much money is in the account immediately after the deposit on his 18th birthday?

To create a college fund, a parent makes a sequence of 20 yearly deposits of $4000 each year in a saving account, on which interest is compounded annually at 2.8%. Find the amount of annuity.