Radioactive Decay and Nuclear Processes, Study notes of Chemistry

Various topics related to radioactive decay and nuclear processes, including electron beta decay, balanced chemical reactions for different types of radioactive decay, half-life calculations, and the differences between ionizing and non-ionizing radiation. The document also includes multiple-choice questions that test the reader's understanding of concepts such as exothermic and endothermic processes, polymers found in the human body, the first law of thermodynamics, and the characteristics of different types of radioactive decay. The detailed explanations and problem-solving exercises make this document a valuable resource for students studying nuclear physics, chemistry, or related fields. The document could be particularly useful for university-level courses in nuclear science, radiochemistry, or medical imaging, as it covers topics that are essential for understanding the behavior and applications of radioactive materials.

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2023/2024

Available from 10/14/2024

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Week 6 Assignment: (20 points)
1. In your own words, describe what is occurring during the process of
electron beta decay, explaining what is ejected from the unstable
nucleus and focusing subatomic changes. (2 points for clear and
accurate description).
Beta particles are electrons or positrons. Beta decay occurs, in a
nucleus with too many protons or too many neutrons, one of the
protons or neutrons is transformed into the other. Electric charge
conservation requires that if an electrically neutral neutron becomes a
positively charged proton, an electrically negative particle must also
be produced.
2. Write balanced chemical reactions for the following: (1 point each, 4
points total)
a. Cobolt-60 undergoes beta
decay 60/27 Co -> 0/-1 beta
+ 60/28 Ni
b. Americium-241 undergoes alpha
decay 241/95 Am -> 4/2 alpha +
237/93 Np
c. Copper-60 undergoes positron
emission 60/29 Cu -> 0/1 beta +
60/28 Ni
d. Gallium-66 undergoes electron
capture 66/31 Ga -> 0/-1 beta +
66/32 Ge
3. Strontium-89 is an isotope used in the treatment of bone cancer and
has a half- life of 50.57 days. If 20 grams of this isotope is injected
into a patient, how much will remain after 354 days? (1 point for
correct answer with all work shown).
354/50.57 = 7.00019775 then 20grams (0.5^ 7.00019775) = 0.154
grams
4. An isotope has a half-life of 45 minutes. What % of a sample of this
isotope will remain after 1.5 hours, assuming that we start with
100%? (1 point for correct answer with all work shown).
1.5 hours X 60 minutes/ 1 hour = 90 minutes
90 minutes / 45 minutes = 2 half-lives then 100(0.5^2) = 25%
5. Compare and contrast a source of ionizing energy with a source of
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Week 6 Assignment: (20 points)

  1. In your own words, describe what is occurring during the process of electron beta decay, explaining what is ejected from the unstable nucleus and focusing subatomic changes. (2 points for clear and accurate description). Beta particles are electrons or positrons. Beta decay occurs, in a nucleus with too many protons or too many neutrons, one of the protons or neutrons is transformed into the other. Electric charge conservation requires that if an electrically neutral neutron becomes a positively charged proton, an electrically negative particle must also be produced.
  2. Write balanced chemical reactions for the following: (1 point each, 4 points total) a. Cobolt-60 undergoes beta decay 60/27 Co -> 0/-1 beta + 60/28 Ni b. Americium-241 undergoes alpha decay 241/95 Am -> 4/2 alpha + 237/93 Np c. Copper-60 undergoes positron emission 60/29 Cu -> 0/1 beta + 60/28 Ni d. Gallium-66 undergoes electron capture 66/31 Ga -> 0/-1 beta + 66/32 Ge
  3. Strontium-89 is an isotope used in the treatment of bone cancer and has a half- life of 50.57 days. If 20 grams of this isotope is injected into a patient, how much will remain after 354 days? (1 point for correct answer with all work shown). 354/50.57 = 7.00019775 then 20grams (0.5^ 7.00019775) = 0. grams
  4. An isotope has a half-life of 45 minutes. What % of a sample of this isotope will remain after 1.5 hours, assuming that we start with 100%? (1 point for correct answer with all work shown). 1.5 hours X 60 minutes/ 1 hour = 90 minutes 90 minutes / 45 minutes = 2 half-lives then 100(0.5^2) = 25%
  5. Compare and contrast a source of ionizing energy with a source of

non-ionizing energy. (1 point) Non-ionizing radiation is longer wave lengths with lower frequency and lower energy. Ionizing radiation is short wave lengths with high frequency and higher energy.

12.In beta decay, what change is observed in the atomic number? A) decrease of 2 B) no change C) increase of 1 D) decrease of 1 13.An isotope with 82 neutrons and 49 protons undergoes positron emission. How many neutrons will be in the new isotope? A) 81 B) 82 C) 83 D) 48 14.Which of the following is an exothermic process” A) photosynthesis B) ethanol evaporating C) Water Freezing D) octane evaporating 15.You have four potential imaging isotopes, A, B, C, and D. Their half- lives are 50 seconds, 10 mins, 18 hours, and 6 years respectively. Which of these would you choose for medical imaging applications? A) A B) B C) C D) D 16.This radioactive decay process causes a decrease in the atomic number. More than one answer may be correct: A) Alpha B) Beta C) Gamma D) Positron Emission