
Bradford T. answered 11/19/22
Retired Engineer / Upper level math instructor
A=16e-0.000121t
Just set t=7619 and do the arithmetic with a calculator.
A=16e-0.000121(7619)
Emersen W.
asked 11/19/22An artifact originally had 16 grams of carbon-14 present. The decay model A=16e -0.000121t describes the amount of carbon-14 present after t years. Use the model to determine how many grams of carbon-14 will be present in 7619 years.
rounded to nearest whole number
grams?
Bradford T. answered 11/19/22
Retired Engineer / Upper level math instructor
A=16e-0.000121t
Just set t=7619 and do the arithmetic with a calculator.
A=16e-0.000121(7619)
Brennon M. answered 11/19/22
Get better grades and test scores here! 10+ years of experience!
Hey Emersen,
Maybe this will help:
Decay formula - 16e-0.000121t
Essentially, leave the 16 alone. You'll need this later.
They are looking for the amount of Carbon after t (years) which is 7,619.
So, from what I understand, you plug in the 7,619 (t) to the equation which should give you:
0.000121(7,619) = 0.921889 - round to the nearest whole number (which is 1)
So, then you have 16e-1 which should give you 15e, or 15 grams of Carbon remaining.
I hope this is helpful! If you have any other questions, please feel free to reach out!
Richard C. answered 11/19/22
Confidence- building Algebra1 tutor with 18 years experience
Plug in 7619 for t in the equation.
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