Question

how do you find the recursive formula for 200.00, 216.00, 233.28, 251.94? please explain

Answer 1

it looks moenyical

Answer 2

moneyical

Answer 3

maybe its interest?

Answer 4

looks to be compounded

Answer 5

.....what? i dunno if this helps but i think its supposed to be a shifted sequence...

Answer 6

251.94 = 200(1+r)^4

A/P = (1+r)^t

trt(A/P)-1 = r

id try for kicks:

(251.94/200)^(1/4) -1 = r

or about 5.94% maybe?

Answer 7

...so is it just geometric?

Answer 8

i think its almost geometric; i still think its some form of compunded interest

Answer 9

oh...ok....thanks!

Answer 10

(216/200)-1 = .08 for the first year

(233.28/216)-1 = .0799999 for the next one

(251.94/233.28)-1 = .07999 for the last set

Answer 11

A = 200(1.08)^t

Answer 12

just about ....

Answer 13

ok! thanks!!!! haha....

Answer 14

i must be tired, that works fine

Answer 15

haha im tired too....*sigh* just got back home and now i have to finish like all my homework

Answer 16

good luck with it :)

Answer 17

thanks again!

Answer 18

to make a recursion you world write
f(0)= 200
f(n+1)= f(n)*1.08