Worksheet # 8 Quarter 4 Packet 2
Name__________________________________  Date________________  Class ______________

Uses of Nuclear Chemistry


Answer the following item in the space provided.

  1. Define half-life.
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question.
                                40       0        40
  2.____  The equation    K  +   e -->    Ar  + ________ represents the decay of potassium-40 
                                 19     -1        18
               to argon-40.
       

  3.____  Potassium-40 is useful in dating ancient rocks.  What is potassium's nuclear symbol?  _______
         

                                  14      14     0
  4.____  The equation     C --> N +   e  reprsents the decay of carbon-14 by ________  decay to
                                    6       7     -1
                    nitrogen-14.
             

5._____  Carbon-14, useful in dating the plants and animals of Earth's food chain, has a
               half-life of how many years?  ____________
           
6.____  If an original sample of carbon-14 has a mass of 10 g, at the end of
            11 430 years, the amount of carbon-14 remaining would be ___  g.

7.____   Name two locations where nuclear materials are being used.  ____________________________

8.____  People who work with radioactive isotopes are advised to limit their exposure
            to ___  rems per year.
      

9.____  A marked decrease in white-blood cell count can result from a dose of how
            many rems of radiation?  ___________

10. The half-life of radon-222 is approximately 4 days. If a tube containing 1.00 micro-
      grams of radon were stored in a hospital clinic for 12 days, how much radon would
      remain in the tube? Use the table below to determine successive half-life amounts
      during the 12-day period.
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       Days                   0                         4                      8                        12              ______________________________________________________________________                                                     
Radon remaining
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