The purpose of this project was to find the total amount of money I would actually be paying back towards the loans. I will be taking $5000 every year. The equation being used will be A=P(1+r)^t
The rate is 2.99% , Principle = 5000 , t = time (years) I plan to pay everything back in 10 years.
$5,000 A=5000(1+.0299)^4 --------> $ 5,625.36
+
$5,000 A=5000(1+.0299)^3 --------> $ 5,462.04
+
$5,000 A=5000(1+.0299)^2 --------> $5,303.47
+
$5,000 A=5000(1+.0299)^1 --------> $5,149.50 _________________________________________________________
$21,540.37
$21540.37 A=21540.37(1+.0299)^10 ---------> $28,920.36
$28920.36 is the total amount of money I actually have to pay back from the $20,000 I was loaned.
There are 120 months in 10 years, so you divide $28,920.36 by 120 to find how much money you must pay a month.
$28,920.36 / 120 = $241
I will be paying $241 a month for 10 years to pay back the loan I took for college.
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