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Given:
                  Initial Amount
Ao = 30g
m= 1              Multiplying Factor
      2
                   Period
p = 8 days
A = ?              Final Amount
t                  Time that has passed

     The formula we are using is..
             A = Ao(m)(t/p)




                                          1
How much will remain of the 30g sample in the following time:

 a.) 2 weeks = 14 days
First, change the weeks into days since the half life of the substance is in days.
Then, substitute the given values to the equation.

            A = Ao(m)(t/p)
            A = 30 (1/2)(14/8)
             A = 8.9191

      8.9191 g will remain in 2 weeks.




                                                                                     2
b.) 278 days
       A = Ao(m)(t/p)
       A = 30(1/2)(278/8)
       A = 1.0 x 10­9
 1.0 x 10­9 g will remain in 278 days.

  c.) 1 year = 365 days
First, change the year into days. There are 365 days in a year.
Then, substitute the given values to the equation.
       A = Ao(m)(t/p)
        A = 30(1/2)(365/8)
        A = 5.5 x 10­13
  5.5 x 10­13 g will remain in 1 year.



                                                                  3
d.) 24 weeks = 168 days
First, change the weeks into days since the half life of the substance is in days.
Then, substitute the given values to the equation.

                    A = Ao(m)(t/p)
                    A = 30(1/2)(168/8)
                    A = 1.4 x 10­5
            1.4 x 10­5 g will remain in 24 weeks.




                                                                                     4

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natural logs - exponential modelling 2