Question

In: Physics

Radioactive iodine is given to patients to reduce thyroid growth or activity. The iodine I53131, has...

Radioactive iodine is given to patients to reduce thyroid growth or activity. The iodine I53131, has a half-life of 8.04 days. Why would the radiation in the human body decrease at a faster rate than at the calculated rate?

Solutions

Expert Solution

This question can be treated theoretically. The effective half-life of radioactive material in human body is

I131 is a radioactive substance with half-life 8.04 days, that undergoes beta decay, the Human body has a thyroid gland that needs iodine to produce thyroid. The thyroid gland cannot differentiate between stable and radioactive Iodine.

The effective half-life in the body is the time required for the amount of a radioactive element deposited in a living organism. That comes from the combined action of physical decay and biologic disappearance. The body absorbs I131, it retains the material. So, patients treated for carcinoma thyroid, because of surgical removal of thyroid tissues, elimination of I-131 radioactivity clears at a faster rate.

With a large sample test and calculation, it is found that the effective half-life of I131 is 5.5 days in a human body, slightly varies with age.


Related Solutions

The greatest concentration of iodine in the body is in the thyroid gland, so radioactive iodine-131...
The greatest concentration of iodine in the body is in the thyroid gland, so radioactive iodine-131 is often used as a tracer to help diagnose thyroid problems. Suppose the activity of 131I in a patient’s thyroid is initially 1.85 × 106 Bq. 131I decays via beta radiation with an average energy of 180.0 keV per decay. Calculate the absorbed dose in sieverts the patient’s thyroid receives in the first hour of exposure. Assume that half of the radiation is absorbed...
The biological activity of some organs can be investigated using radioactive isotopes. For example, iodine is...
The biological activity of some organs can be investigated using radioactive isotopes. For example, iodine is important in the action of the thyroid. A subject is injected with a small amount of radioactive 131 I and after a few days, the following measurements are made with a Geiger counter: 1.) The counter is placed in contact with the abdomen and 2750 counts/s are observed six days later, the counter records 600 counts/s? 2.) With the counter over the thyroid, 5,500...
The iodine isotope 13153I is used in hospitals for diagnosis of thyroid function. If 772 μg...
The iodine isotope 13153I is used in hospitals for diagnosis of thyroid function. If 772 μg are ingested by a patient. I only need help for part c but I would appreciate it if you could show how you did parts a and b. :) A. Determine the activity immediately. Use Appendix F in the textbook. ∣dNdt∣∣0 = 3.55×1012 decays/s   B. Determine the activity 1.00 h later when the thyroid is being tested. ∣dNdt∣∣ =  3.54×1012 decays/s   C. Determine the activity...
The iodine isotope 13153I is used in hospitals for diagnosis of thyroid function. 732 μg are...
The iodine isotope 13153I is used in hospitals for diagnosis of thyroid function. 732 μg are ingested by a patient. The half-life the iodine isotope 13153I is 8.0207 days and mass is 130.906 u. Part A: Determine the activity immediately after ingestion. Express your answer using three significant figures. ∣∣dNdt∣∣0 =_____(decays/s) Part B: Determine the activity 1.00 h later when the thyroid is being tested. Express your answer using three significant figures. ∣∣dNdt∣∣ =_______ decays/s Part C: Determine the activity...
The iodine isotope 13153I is used in hospitals for diagnosis of thyroid function. 822 μg are...
The iodine isotope 13153I is used in hospitals for diagnosis of thyroid function. 822 μg are ingested by a patient. The half-life the iodine isotope 13153I is 8.0207 days and mass is 130.906 u. Determine the activity immediately after ingestion. Determine the activity 1.00 h later when the thyroid is being tested. Determine the activity 3.0 months later. Suppose that each month has 30 days.
Cobalt- 60 is radioactive and has a half life of 5.26 years. Calculate the activity of...
Cobalt- 60 is radioactive and has a half life of 5.26 years. Calculate the activity of a 8.3mg sample of cobalt- 60 . Give your answer in becquerels and in curies. Be sure your answer has the correct number of significant digits.
1) If a sample of the radioactive nucleide ^139Cs has an activity of 2.93 Ci, what...
1) If a sample of the radioactive nucleide ^139Cs has an activity of 2.93 Ci, what is the instantaneous rate of decomposition of ^139Cs in terms of grams per second? The mass of ^139Cs is 138.9134amu. (1 Ci = 3.700*10^10 disintegrations/s, 1 amu = 1.66054*10^-24 g) A. 2.93*10^-2 g/s B. 6.76*10^-24 g/s C. 8.53*10^-12 g/s D. 1.83*10^-34 g/s E. 2.5*10^-11 g/s 2) the half-life of the radioactive nucleide ^79As is 9.0min. what is the activity of a 9.8g sample of...
1) If a sample of the radioactive nucleide ^139Cs has an activity of 2.93 Ci, what...
1) If a sample of the radioactive nucleide ^139Cs has an activity of 2.93 Ci, what is the instantaneous rate of decomposition of ^139Cs in terms of grams per second? The mass of ^139Cs is 138.9134amu. (1 Ci = 3.700*10^10 disintegrations/s, 1 amu = 1.66054*10^-24 g) A. 2.93*10^-2 g/s B. 6.76*10^-24 g/s C. 8.53*10^-12 g/s D. 1.83*10^-34 g/s E. 2.5*10^-11 g/s 2) the half-life of the radioactive nucleide ^79As is 9.0min. what is the activity of a 9.8g sample of...
Iodine 131 is a radioactive isotope that decays as time passes. The function M(t) = 200e-0.093t...
Iodine 131 is a radioactive isotope that decays as time passes. The function M(t) = 200e-0.093t gives the mass of Iodine 131 remaining in the sample measured in grams in terms of t number of days since the samples mass was originally measured. a) What was the initial mass of Iodine 131? b) What is the one days decay factor and what is the one day percent change? c) How long will it take for the sample to decay such...
A sample of radioactive materials emits 1 MeV gamma rays and has an activity of 23...
A sample of radioactive materials emits 1 MeV gamma rays and has an activity of 23 curies, How long can a radiation worker be exposed to the affected area before exceeding the annual exposure limit of 5 rem? The worker is in direct contact with the sample.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT