RadioCHemistry Question
Problem Set: Ch. 4 Loveland’s textbook Student: Ashley Burleigh ONID: 932561963
(Modern Nuclear Chemistry)
Problems
4.1 Compute the amount of a radionuclide necessary to perform an experiment with a sample count rate of 1000 cpm, a detector efficiency of 33%, and a sample aliquot for counting consisting of 10% of the total isolated sample and where the percent incorporation of the nuclide into the total isolated sample was 0.5%.
4.5 Compound X, molecular weight of 150 (specific activity 1.0 mCi/mmole), was checked for purity by carefully weighing 1.5 mg of the radiochemical, mixing with 1000 mg of unlabeled compound X, and recrystallizing until a constant specific activity. Radioassay gave a value of 2500 dpm/mg. What was the purity of the radiochemical in percent?
4.7 Consider two radiopharmaceuticals, A and B. Radiopharmaceutical A generates contrast in imaging by enhanced uptake in the organ of interest by uptake in this organ that is 10 times the uptake in the surrounding tissue. Radiopharmaceutical B generates contrast in imaging the same organ by reducing the uptake in the surrounding tissue by a factor of 10. Assume the organ to be imaged has a volume of 1 cm3, while the total tissue affected has a volume of 10 cm3. Assume the background counting rate in the tissue is 10 cpm/cm3. Which is the better choice for imaging, A or B and why?
4.9 What is the accumulated activity in the liver if 50 MBq of 99Tcm is injected in the body, assuming 50% is trapped by the liver and remains there? The accumulated activity is a measure of the total number of decays occurring in the organ during the time radioactivity is present in the organ. 112 Nuclear Medicine
4.11 A radionuclide decays by emitting 0.695 MeV β-particles. Its physical half-life is 14.5 days. Assume its biological half-life is 7.1 days. What is the total energy deposited per kilogram in the body in one week from the absorption of 250 MBq?