Asked by First Name
Determine the amount of time it would take for an investment to double if interest is earned at a rate of 3.75% compounded continuously. Use a graph to find your answer.
A. 1.85 years
B. 1.93 years
C. 18.48 years
D. 18.83 years
E. 19.80 years*
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Cobalt-60 is used for radiotherapy. It has a half-life of 5.26 years. If 4 g of cobalt-60 is administered, how much remains in 3 years?
A. 1.2 g*
B. 2.7 g
C. 3.3 g
D. 2.1 g
E. 0.2 g
Could someone kindly help me double check these answers to these questions? Thank you all so much!!!!!! :) :D πβ»βΊπ γ :-)π
A. 1.85 years
B. 1.93 years
C. 18.48 years
D. 18.83 years
E. 19.80 years*
____________________________________________________________
Cobalt-60 is used for radiotherapy. It has a half-life of 5.26 years. If 4 g of cobalt-60 is administered, how much remains in 3 years?
A. 1.2 g*
B. 2.7 g
C. 3.3 g
D. 2.1 g
E. 0.2 g
Could someone kindly help me double check these answers to these questions? Thank you all so much!!!!!! :) :D πβ»βΊπ γ :-)π
Answers
Answered by
oobleck
#1. You want t where
e^(.0375t) = 2
Not E. What calculation did you use?
#2. Not A
since less than one half-life has passed, more than half of the original amount must remain. What calculation did you use?
e^(.0375t) = 2
Not E. What calculation did you use?
#2. Not A
since less than one half-life has passed, more than half of the original amount must remain. What calculation did you use?
Answered by
First Name
So #1 is C or C., and #2 is B or B.?
Answered by
First Name
Because I am very confident in these two new answers of mine! Hehe.
Answered by
First Name
They both turned out to be right when I submitted my assessment or assignment! Thank you so much, oobleck, for your help!!!!!!!! :) :D π
Answered by
Why Am I the Only Competent One
For those wondering, the correct answers to these questions were actually 18.48 and 2.7 respectively
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