For the years 1990 through 2010, the resident population of Kiki Island can be approximated by the model

A_{n}=3000+29.7n+0.85n^{2},
n=0, 1,…, 20 where a_{n} is the population and n represents the year,
with n=0 corresponding to 1990.

Find the last five terms of this finite sequence, which represent Kiki Island’s population for the years 2006-2010.

, , , , (give all answers exactly; if answer is non-integer, give in exact decimal form.)

2006 population: a_{16}=3000+29.7(16)+0.85(16)^{2}=3692.8

2007 population: a_{17}=3000+29.7(17)+0.85(17)^{2}=3750.55

2008 population: a_{18}=3000+29.7(18)+0.85(18)^{2}=3810

2009 population: a_{19}=3000+29.7(19)+0.85(19)^{2}=3871.15

2010 population: a_{20}=3000+29.7(20)+0.85(20)^{2}=3934