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Research shows that the radioactive isotope Uranium-232 has a
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Research shows that the radioactive isotope Uranium-232 has a half-life of 68.9 years Use the following to construct a function that will model the amount of Uranium-232 remaining after t years,from an initial amount of 25kg. Q(t)=Pert Where Q describes the amount of Uranium-232 remaining after t years from an initial quantity of P kg 1.Qt= 2.How long in years will it take for the amount of Uranium-232 remaining to reach 2 kg

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Research shows that the radioactive isotope Uranium-232 has a half-life of 68.9 years Use the following to construct a function that will model the amount of Uranium-232 remaining after t years,from an initial amount of 25kg. Q(t)=Pert Where Q describes the amount of Uranium-232 remaining after t years from an initial quantity of P kg 1.Qt= 2.How long in years will it take for the amount of Uranium-232 remaining to reach 2 kg
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Question Text
Research shows that the radioactive isotope Uranium-232 has a half-life of 68.9 years Use the following to construct a function that will model the amount of Uranium-232 remaining after t years,from an initial amount of 25kg. Q(t)=Pert Where Q describes the amount of Uranium-232 remaining after t years from an initial quantity of P kg 1.Qt= 2.How long in years will it take for the amount of Uranium-232 remaining to reach 2 kg
TopicAll Topics
SubjectPre Calculus
ClassClass 11