Differential equations The half-life of krypton-89 (Kr-89) is 3.2 minutes. If 369 grams of Kr-89 were released to the environment, how many grams will remain of it after 8.9 minutes (a) determine K per unit time, correct to 6 decimal places (b) express Kr-89 concentration (P) as a function of time (t) (please solve show step by step solutions thank you!)
Differential equations The half-life of krypton-89 (Kr-89) is 3.2 minutes. If 369 grams of Kr-89 were released to the environment, how many grams will remain of it after 8.9 minutes (a) determine K per unit time, correct to 6 decimal places (b) express Kr-89 concentration (P) as a function of time (t) (please solve show step by step solutions thank you!)
Chemistry: An Atoms First Approach
2nd Edition
ISBN:9781305079243
Author:Steven S. Zumdahl, Susan A. Zumdahl
Publisher:Steven S. Zumdahl, Susan A. Zumdahl
Chapter18: The Nucleus: A Chemist's View
Section: Chapter Questions
Problem 43E
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Differential equations
The half-life of krypton-89 (Kr-89) is 3.2 minutes. If 369 grams of Kr-89 were released to the environment, how many grams will remain of it after 8.9 minutes
(a) determine K per unit time, correct to 6 decimal places
(b) express Kr-89 concentration (P) as a function of time (t)
(please solve show step by step solutions thank you!)
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