Exactly, so if she invests at the start of each year and collects it at the end of 300 years isn't n = 300?expertise123 said:i should be n-1=299 because she makes the investment at the start of the year, but obtains the money at the end of the 300 years
For part one it was a Tn = ar^n-1, making a = $3**.** something forgot nowgarry said:for this question is it compound interest for part one and superannuation for part 2?
lol no offense but your still getting mixed up - 300 YEARS? Damn she would be very old if she is still putting money in.expertise123 said:i should be n-1=299 because she makes the investment at the start of the year, but obtains the money at the end of the 300 years
coroneos said:how the hell is it a series for part a.. it is clearly a compound interest.
hiphophorray123 said:for part A wasn't the formula An = PR^n???? and n=300
if thats not right im fucked coz i didnt do part II all i did was set up the geometric series lol
Yeh mate, part a it was just 80x1.005^300
bevstarrunner said:c)i) A = 80(1 + 0.005)^300
= $357.20
ii)A300 = 80(1.005)^300 + 80(1.005)^299 + ....
= 80[1.005(1.005^300 - 1)]/(1.005-1)
= $55716.71