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40. In a certain nuclear chain reaction, the number of atoms increases. At time 700 milliseconds since the start of the reaction, there are about 1500 atoms, and at time 770 milliseconds, there are about 3000 atoms. Using a logarithmic regression, a model T is constructed, where T(x)= a + bln x gives the time, in milliseconds, at which there are x atoms. Which of the following best approximates the number of milliseconds it will take for the number of atoms to reach 10,000 ? A) 891 B) 930 C) 1097 DI 1201

40. In a certain nuclear chain reaction, the number of atoms increases. At time 700 milliseconds since the start of the reaction, there are about 1500 atoms, and at time 770 milliseconds, there are about 3000 atoms. Using a logarithmic regression, a model T is constructed, where T(x)= a + bln x gives the time, in milliseconds, at which there are x atoms. Which of the following best approximates the number of milliseconds it will take for the number of atoms to reach 10,000 ? A) 891 B) 930 C) 1097 DI 1201

Chemistry
Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
Section: Chapter Questions
Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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40. In a certain nuclear chain reaction, the number of atoms increases. At time 700 milliseconds since the start of the reaction, there are about 1500 atoms, and at time 770 milliseconds, there are about 3000 atoms. Using a logarithmic regression, a model T is constructed, where T(x) = a + b ln x gives the time, in milliseconds, at which there are x atoms. Which of the following best approximates the number of milliseconds it will take for the number of atoms to reach 10,000 ? A) 891 B) 930 C) 1097 D) 1201
Transcribed Image Text:40. In a certain nuclear chain reaction, the number of atoms increases. At time 700 milliseconds since the start of the reaction, there are about 1500 atoms, and at time 770 milliseconds, there are about 3000 atoms. Using a logarithmic regression, a model T is constructed, where T(x) = a + b ln x gives the time, in milliseconds, at which there are x atoms. Which of the following best approximates the number of milliseconds it will take for the number of atoms to reach 10,000 ? A) 891 B) 930 C) 1097 D) 1201
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