The amount of Carbon-14 (C-14) in an animal after it dies is modeled by Q(t) = Qo2-t/5,000 Where Qo is the quantity of C-14 at the time of death and 5, 000 is the half life (in years) of C-14. • If an animal dies with Q. 9 grams of C-14 then how much will remain in 10,000 years? (in grams) Type your answer. The amount of Carbon-14 (C-14) in an animal after it dies is modeled by Q(t) = Q02-t/5,000 %3D Where Qo is the quantity of C-14 at the time of death and 5, 000 is the half life (in years) of C-14. • If you find that the remains of an animal have 7% of the amount of Carbon-14 that the animal had when alive then how old are the remains? (round your answer to the nearest year) Type your answer.

The amount of Carbon-14 (C-14) in an animal after it dies is modeled by Q(t) = Qo2-t/5,000 Where Qo is the quantity of C-14 at the time of death and 5, 000 is the half life (in years) of C-14. • If an animal dies with Q. 9 grams of C-14 then how much will remain in 10,000 years? (in grams) Type your answer. The amount of Carbon-14 (C-14) in an animal after it dies is modeled by Q(t) = Q02-t/5,000 %3D Where Qo is the quantity of C-14 at the time of death and 5, 000 is the half life (in years) of C-14. • If you find that the remains of an animal have 7% of the amount of Carbon-14 that the animal had when alive then how old are the remains? (round your answer to the nearest year) Type your answer.

Trigonometry (11th Edition)

11th Edition

ISBN:9780134217437

Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels

Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels

Chapter1: Trigonometric Functions

Section: Chapter Questions

Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.

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Question

The amount of Carbon-14 (C-14) in an animal after it dies is modeled by
Q(t) = Qo2-t/5,000
Where Qo is the quantity of C-14 at the time of death and 5, 000 is the half life (in years) of C-14.
• If an animal dies with Qo
9 grams of C-14 then how much will remain in 10,000 years? (in grams)
Type your answer.
The amount of Carbon-14 (C-14) in an animal after it dies is modeled by
Q(t) = Qo2-t/5,000
Where Qo is the quantity of C-14 at the time of death and 5,000 is the half life (in years) of C-14.
If you find that the remains of an animal have 7% of the amount of Carbon-14 that the animal had when alive
then how old are the remains? (round your answer to the nearest year)
Type your answer.

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