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1. In activity 5 (pp. 135-136) we found the equation for the amount of Cs-137 remaining (in kg) at the Chernobyl Nuclear Plant as a function of the years since 1986: y = Algebraically find when the amount of Cs-137 remaining will drop below 1 kg. 1000(0.50)*/30.

1. In activity 5 (pp. 135-136) we found the equation for the amount of Cs-137 remaining (in kg) at the Chernobyl Nuclear Plant as a function of the years since 1986: y = Algebraically find when the amount of Cs-137 remaining will drop below 1 kg. 1000(0.50)*/30.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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frum 220 car tou Atterma Treakinen 300 Based ths Name: Unit 2 Activity 6 Lab Assignment 1. In activity 5 (pp. 135-136) we found the equation for the amount of Cs-137 remaining (in kg) at the Chernobyl Nuclear Plant as a function of the years since 1986: y = 1000(0.50)*/30 Algebraically find when the amount of Cs-137 remaining will drop below 1 kg.
Transcribed Image Text:frum 220 car tou Atterma Treakinen 300 Based ths Name: Unit 2 Activity 6 Lab Assignment 1. In activity 5 (pp. 135-136) we found the equation for the amount of Cs-137 remaining (in kg) at the Chernobyl Nuclear Plant as a function of the years since 1986: y = 1000(0.50)*/30 Algebraically find when the amount of Cs-137 remaining will drop below 1 kg.
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