Suppose the ratio $a _ { n }$ of alligators to pythons in a marshland from 2001 to 2008 can be approximated by the model $a _ { n } = 24 - 3.5 n + 0.34 n ^ { 2 }$ $n = 1,2 , \mathrm {~K} , 8$ where $n$ is the year, with $n = 1,2 , \mathrm {~K} , 8$ corresponding to $2001,2002 , \mathrm {~K} , 2008$ In 2006, the total number of alligators and pythons in the marsh was about 900. In that year, how many were pythons?
A)848
B)55
C)844
D)52
E)845

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The Answer of Suppose the ratio $a _ { n }$ of alligators to pythons in a marshland from 2001 to 2008 can be approximated by the model $a _ { n } = 24 - 3.5 n + 0.34 n ^ { 2 }$ $n = 1,2 , \mathrm {~K} , 8$ where $n$ is the year, with $n = 1,2 , \mathrm {~K} , 8$ corresponding to $2001,2002 , \mathrm {~K} , 2008$ In 2006, the total number of alligators and pythons in the marsh was about 900. In that year, how many were pythons?
A)848
B)55
C)844
D)52
E)845

Suppose the Ratio ana _ { n }an​ Of Alligators to Pythons in a Marshland from 2001 to to Pythons

Suppose the Ratio $a _ { n }$ Of Alligators to Pythons in a Marshland from 2001 to to Pythons