Answer:
= $26.5000 * ( 1+ 0,0104%)^(365*2)
Explanation:
First of all, you have to convert the 3,85% annual interest rate in a daily interest rate because n= 365.
1) = ((1+annual interest)^ (1/n))-1
= ((1+3,85%)^(1/365))-1
= 0,0104% it the result of the daily interest rate
Secondly, you need to use the compund interest formula according with the invested money
2) = Capital invested*(1+ daily interest rate)^ (365 x numbers of years)
= $26.5000 * ( 1+ 0,0104%)^(365*2)
= $26.5000 * ( 1+ 0,0104%)^(365*2)
= $26.5000 * 107,85%
= $28.580,78
Finally, as you can see the compunded interest formula is elaborated by the information of the daily interest rate calculated first, multiplied by the days of the year (n) and the numbers of the years (2) that the investing is going to be generating profits.
