SOLUTION: the length of time, t (in days), for 25 animals of a particular variety to grow to a population,p, is given by the function: {{{t(p)= ln(p/25)/0.12}}}. Round to the nearest tenth,
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-> SOLUTION: the length of time, t (in days), for 25 animals of a particular variety to grow to a population,p, is given by the function: {{{t(p)= ln(p/25)/0.12}}}. Round to the nearest tenth,
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Question 874593: the length of time, t (in days), for 25 animals of a particular variety to grow to a population,p, is given by the function: . Round to the nearest tenth, what will the population of animals be after 48 hours? Answer by reviewermath(1029) (Show Source):
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The length of time, t (in days), for 25 animals of a particular variety to grow to a population,p, is given by the function: . Round to the nearest tenth, what will the population of animals be after 48 hours?
A:
We want to find p such that = 2 [48 hours = 2 days] = 2, multiply both sides by 0.12 = 0.24 =
