stion Completion Status: Relative Abundance 100 90 80 70 60 50 40 30 20 10 0 21 Mass (amu) Consider the mass spectrum of neon above. It consists of an intense signal at mass number 20, an itty-bitty signal at 21, and a moderate signal at mass number 22. The heights of these signals are proportional to the number of counts at each mass number and, in tum, a reflection of the fractional abundance of the isotopes. The fractional abundance of each isotope is determined as follows: 20 22 1. The heights of all signals are measured with a metric ruler (in cm). 2. These heights are added together to give a total value. 3. The fractional abundance of an isotope is equal to the height of its signal divided by the sum of the heights of all the signals. Which of the following best represents the height measurements for each isqope? (scaling so the mass spectrum box is about 10 cm tall before measuring with a metric ruler) O 20 Ne 9.25 cm, 21 Ne 0.02 om, 22Ne 1.00 cm O 20 Ne 9 cm, 21 Ne 0.02 cm, 22Ne 1 cm O20Ne 3.5 cm, 21 Ne 0.01 cm, 22Ne 0.4 cm 20 Ne 91 cm, 21Ne 0.1 cm, 22Ne 10 cm

Fundamentals Of Analytical Chemistry
9th Edition
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Author:Skoog
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Chapter29: Mass Spectrometry
Section: Chapter Questions
Problem 29.12QAP
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stion Completion Status:
Relative Abundance
100
90
80
70
60
50
40
30
20
10
0
20
21
22
Mass (amu)
Consider the mass spectrum of neon above. It consists of an intense signal at mass number 20, an itty-bitty signal at 21, and a moderate signal at mass number 22. The
heights of these signals are proportional to the number of counts at each mass number and, in turn, a reflection of the fractional abundance of the isotopes.
The fractional abundance of each isotope is determined as follows:
1. The heights of all signals are measured with a metric ruler (in cm).
2. These heights are added together to give a total value.
3. The fractional abundance of an isotope is equal to the height of its signal divided by the sum of the heights of all the signals
Which of the following best represents the height measurements for each isqope? (scaling so the mass spectrum box is about 10 cm tall before measuring with a metric ruler)
20Ne 9.25 cm, 21 Ne 0.02 cm, 22Ne 1.00 cm
O20Ne 9 cm, 21 Ne 0.02 cm, 22Ne 1 cm
O20Ne 3.5 cm,
21 Ne 0.01 cm, 22Ne 0.4 cm
20 Ne 91 cm, 21 Ne 0.1 cm, 22Ne 10 cm
Transcribed Image Text:stion Completion Status: Relative Abundance 100 90 80 70 60 50 40 30 20 10 0 20 21 22 Mass (amu) Consider the mass spectrum of neon above. It consists of an intense signal at mass number 20, an itty-bitty signal at 21, and a moderate signal at mass number 22. The heights of these signals are proportional to the number of counts at each mass number and, in turn, a reflection of the fractional abundance of the isotopes. The fractional abundance of each isotope is determined as follows: 1. The heights of all signals are measured with a metric ruler (in cm). 2. These heights are added together to give a total value. 3. The fractional abundance of an isotope is equal to the height of its signal divided by the sum of the heights of all the signals Which of the following best represents the height measurements for each isqope? (scaling so the mass spectrum box is about 10 cm tall before measuring with a metric ruler) 20Ne 9.25 cm, 21 Ne 0.02 cm, 22Ne 1.00 cm O20Ne 9 cm, 21 Ne 0.02 cm, 22Ne 1 cm O20Ne 3.5 cm, 21 Ne 0.01 cm, 22Ne 0.4 cm 20 Ne 91 cm, 21 Ne 0.1 cm, 22Ne 10 cm
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