3. Let's try out the atomic mass equation. Suppose you have a mixture of two nitrogen isotopes. For every 1 Nitrogen-15 isotopes, there are 3 Nitrogen-14 isotopes. Determine the abundance of each isotope in this mixture. Predict the average atomic mass of this mixture. Hint: This is NOT the mixture of nitrogen found in nature. You can check your answer by clicking "My Mixture" under isotope mixture. Next, create the mixture described in the problem. 14.50 amu 14.00 amu 14.25 amu 14.75 amu
3. Let's try out the atomic mass equation. Suppose you have a mixture of two nitrogen isotopes. For every 1 Nitrogen-15 isotopes, there are 3 Nitrogen-14 isotopes. Determine the abundance of each isotope in this mixture. Predict the average atomic mass of this mixture. Hint: This is NOT the mixture of nitrogen found in nature. You can check your answer by clicking "My Mixture" under isotope mixture. Next, create the mixture described in the problem. 14.50 amu 14.00 amu 14.25 amu 14.75 amu
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...
Related questions
Question

Transcribed Image Text:The relative ratio, or percent, of each isotope found in nature is the abundance number used to calculate the average mass.
Here's the general equation for average atomic mass:
(Abundance A)(Mass A) +
(Abundance B)(Mass B) = Atomic Mass
For example, here's how the average mass of of boron was calculated.
Percent Boron-10
Percent Boron-11
10 +
11 =10.81 amu
100
100
(.20)10 + (.80)11 = 10.8 amu
%D
3. Let's try out the atomic mass equation.
Suppose you have a mixture of two nitrogen isotopes.
For every 1 Nitrogen-15 isotopes, there are 3 Nitrogen-14 isotopes.
Determine the abundance of each isotope in this mixture.
Predict the average atomic mass of this mixture.
Hint: This is NOT the mixture of nitrogen found in nature. You can check your answer by clicking "My Mixture" under isotope mixture.
Next, create the mixture described in the problem.
14.50 amu
14.00 amu
14.25 amu
14.75 amu
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