Assuming that we are talking about annual tuition fee, you would have at first find the tuition fee at start of college from present and then find the net future value of four year tuition fees
Once you have the net future value of four year tuition costs, that amount is called the sinking fund. You would like to have such amount at a future date while your monthly investment earns interest in this case 5% per annum compounded monthly
To find the monthly payment you would have to multiply the four year future tuition fee by a sinking fund factor.
The first of the following two tables shows you how to calculate this
A B C D 1 Current Tuition $10,000 2 Tuition Growth Rate 2% 3 Years Until College 10 4 College Study Years 4 5 Tuition Fee at Start of College $12,189.94 =tadFV(B2,,,B3,,-B1) 6 Total Tuition Fee for 4 years $50,242.17 =tadFV(B2,,,B4,-B5) 7 Target Return Amount $5,0242.17 =B6 8 Investment Rate 5% 9 Monthly Payment Required $323.55 =tadSFF(B8,,B3*12,,1/12,1/12)*B7
This second table shows you average increase in tution amount at 2% growth rate
2013 10000 2014 10200 2015 10404 2016 10612.08 2017 10824.32 2018 11040.80 2019 11261.62 2020 11486.85 2021 11716.59 2022 11950.92 2023 12189.94 2024 12433.74 2025 12682.41 2026 12936.06 2023-2026 50242.17
I too had plans to completing my four years degree when I was 18, used to work 14 hours shifts on Gas Stations in Yonkers, NY during summer break to save for the next terms' tuition fee. In the final year of study, the Feds marched in to my life and turned it upside down
Thanks to the Feds that I suffer from life long mental illness and my friend from London thinks I act like the guy in "A Beautiful Mind"
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