34.Half-life decay model is the time it takes for to half of its original quantity. It is denoted as: A(t)=A0 Where A(t)is the amount of time, Ao is amount at time where t30 and h is the half-life. Suppose A(t)=0.25,A(0)=1,t=5 hours and d=D30 minutes, what is the logarithmic form? a.log1/2010 1024 b. log101024 2 c. log/102410= d. log1/210= 1024 e. None of the above

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e.2
34.Half-life decay model is the time it takes for a substance to exponentially decay
to half of its original quantity. It is denoted as:
A(t)=Ao-
Where A(t)is the amount of time, Ao is amount at time where t=0 and h is the half-life.
Suppose A(t)=0.25,A(0)=1,t=5 hours and d=30 minutes, what is the logarithmic form?
a.log1/2,0=10
1024
b. log101024 2
1
1
c. log1/102410=-
d. log1/210=1
1024
e. None of the above
ralue of a Phn 400.000 debt payable in 2 years at 8 -%?
Transcribed Image Text:e.2 34.Half-life decay model is the time it takes for a substance to exponentially decay to half of its original quantity. It is denoted as: A(t)=Ao- Where A(t)is the amount of time, Ao is amount at time where t=0 and h is the half-life. Suppose A(t)=0.25,A(0)=1,t=5 hours and d=30 minutes, what is the logarithmic form? a.log1/2,0=10 1024 b. log101024 2 1 1 c. log1/102410=- d. log1/210=1 1024 e. None of the above ralue of a Phn 400.000 debt payable in 2 years at 8 -%?
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