We measure the activity of a radioactive isotope in bequerels (Bq), I e. no of disintegrations per sec
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05.03.2018
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Bu səhifədəki naviqasiya:
We measure the activity of a radioactive isotope in BEQUERELS (Bq), i.e. no of disintegrations per sec.
Using a similar reasoning to the discussion on half-life and number of undecayed atoms N, we can conclude that
We measure the activity of a radioactive isotope in BEQUERELS (Bq), i.e. no of disintegrations per sec.
We measure the activity of a radioactive isotope in BEQUERELS (Bq), i.e. no of disintegrations per sec.
Use the table to draw the half-life graph of Iodine-128.
Using a similar reasoning to the discussion on half-life and
number of undecayed atoms N
, we can conclude that:
Using a similar reasoning to the discussion on half-life and number of undecayed atoms N, we can conclude that:
Where A is the activity (in Bq)
at time t
, A
0
is the activity for t = 0 and x the number of half-lives elapsed.
A very useful equation is the relationship between the activity of a radioactive nuclide and the number of radioactive atoms:
A very useful equation is the relationship between the activity of a radioactive nuclide and the number of radioactive atoms:
Kataloq:
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ngfl -> Understand what information goes at the beginnings of legends. Understand what information goes at the beginnings of legends
VTC -> Explain the history of tribunals. Explain the history of tribunals
ngfl -> The Guardian October 25, 2011 Tuesday Special report
ngfl -> Iman Centre Conwy
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