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Jane Smith wants to send her son Billy to college. Billy justturned 3 years-old today, September

1st, and should enter college on his 18th birthday. After doingsome research, Jane finds out that

the tuition cost today for a year of study in a good universityin the US is about $50,000 payable

at the beginning of the academic year (September 1st of eachacademic year). It takes, on average,

4 years to obtain a bachelor’s degree. In addition, collegecosts typically increase by 5% per year.

How much will Jane have to pay in total for Billy’s collegeeducation? In other words, what is the

total amount of dollars that Jane will have paid in tuitioncosts, once Billy has graduated from

college? Round your final answer to the nearest dollar.

Jane opens a college savings account on Billy’s 3rd birthday,which promises her an effective

annual rate of return (EAR) of 8%. This account, which workslike an ordinary annuity, requires

her to invest the same fixed amount at the end of each month,until the beginning of Billy’s last

academic year, when she is expected to make the last of her 4tuition payments.

What is the monthly periodic interest rate that corresponds toan 8% EAR?

If she makes her first investment in Bill’s college savingsaccount at the end of this month, what

is the fixed dollar amount (round the amount to 2 decimals) thatshe must invest each month in

order to pay for Billy’s college? (Remember that this savingsaccount requires her to make the

same dollar investment each month, starting from the end of thismonth until the beginning day,

September 1st, of his last academic year of college.)

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Jean Keeling
Jean KeelingLv2
28 Sep 2019

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