The average natural background radiation received for a person in the U.S. is about 0.3 rem per year. (rem is a unit useful for radiation dosage). Calculate how much radiation a person could receive in this lab if they held one of the 0.1 μCi Cs-137 sources in their hand for 1 hour and all of the radiation was absorbed (100 % efficiency). Assume the mass of the hand is 2 kg. The gamma radiation produced by Cs-137 is 662 keV (i.e. each decay releases a 662 keV photon). How does this compare with the average natural background radiation received in a year? Use the following conversions to obtain your answer: 1 Ci = 3.70 X 1010 decays per second 1 eV = 1.6 X 10-19 J 1 J/kg = 100 rem (for gamma rays)
The average natural background radiation received for a person in the U.S. is about 0.3 rem...
Background (Part 1): We are continuously exposed to ionizing radiation from natural and artificial sources. All of us are exposed to radiation every day, from natural sources such as minerals in the ground and cosmic radiation to man-made sources such as medical x-rays. According to the National Council on Radiation Protection and Measurements (NCRP), the average annual radiation dose per person in the U.S. is 620 millirem. In this activity, you will use the interactive online dose calculator to estimate...
Using Table 7.4, if a person in
the Ukraine at the Chernobyl plant received a dose of 1.5 x 105
millirem (mrem) of radiation at the time of the accident what would
be the likely short term effect? Table 7-4.png death a drop in
white blood cell count no observable effect nausea, vomiting and
loss of hair Flag this Question Question 10 3 pts Suppose a nuclear
fission reaction resulted in a mass difference of 0.2 g/mol (i.e.
0.2 g/mole...