SOLUTION: The growth of a herd of bison follows the rule p(t) = p(base 0)(2^ (t/10)) where p(base 0) represents the initial population and p(t) represents the population after x years . In

SOLUTION: The growth of a herd of bison follows the rule p(t) = p(base 0)(2^ (t/10)) where p(base 0) represents the initial population and p(t) represents the population after x years . In

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Question 824791: The growth of a herd of bison follows the rule p(t) = p(base 0)(2^ (t/10)) where p(base 0) represents the initial population and p(t) represents the population after x years . In how many years will the bison population quadruple it's initial population?
Thanks so much in advance:)
Answer by josgarithmetic(39620) (Show Source): You can put this solution on YOUR website!
The solution is already here:
http://www.algebra.com/algebra/homework/Finance/Finance.faq.question.824835.html
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