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A species of bear is introduced to a large island off Alaska where previously there were no bears. 6 pairs of bears were introduced in 1998. It is expected that the population will increase according to \(B(t)=B_0 \times(1.13)^t\) where \(t\) is the time, in years, since the introduction.
Find \(B_0\).
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bears
Find the expected bear population in \(2018\).
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bear (round to the nearest integer)
Find the expected percentage increase in population from \(1998\) to \(2018\).
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\(\pourcent\) (round to the nearest integer)
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