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Mathematics 20 Online
OpenStudy (anonymous):

Example 1: Amanda took out a loan for $1,000 from a bank that charges an 8% simple interest rate. If she plans to repay the loan in 5.5 years, how much money, including interest, will she owe to the bank at this time? Solution: Substitute the known values from the problem into the simple interest formula. https://media.studyisland.com/cgi-bin/mimetex.cgi?\begin{eqnarray}%20I%20&=&%20Prt\\%20\vspace*{9%20\hspace*{-10}}\\%20&=&%20%20(\$1,000)(0.08)(5.5)\\%20\vspace*{9%20\hspa Amanda will need to pay back the $1,000 plus the $440 in interest. So, Amanda will owe the bank a total of $1,440.

OpenStudy (anonymous):

I = PRT = (1000)(0.08)(5.5) =440

OpenStudy (anonymous):

that is what the link was

OpenStudy (anonymous):

I want to know how it got 440 as the answer, and how 1440 is the full answer, plz explain with steps or any other sort of fasion, I will give medal and fan to whom ever helps, and testimony!

jimthompson5910 (jim_thompson5910):

I = P*r*t I = total interest only P = principal r = interest rate as a decimal t = time in years I = P*r*t I = 1000*0.08*5.5 I = 440 So the $440 is the total interest she has to pay back ------------------------------------------------------- Total amount paid back = (principal) + (interest) Total amount paid back = P + I Total amount paid back = 1000 + 440 Total amount paid back = 1440

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