Posted by sky on Wednesday, July 13, 2011 at 12:43am.
You are solving
.72 = 1(e^(-.0125t)
ln .72= ln (e^(-.0125t))
-.0125t = ln .72
t = ln.72/-.0125 = appr. 26.28 years
Related Questions
calculus - Carbon-14 is a radioactive substance produced in the Earth's ...
Algebra I - A sample of radioactive material weighing 45 grams has a decay rate ...
math - sam spent 2/5 of amount he had on clothes. He spent 1/6th of remaining on...
Algebra 2 - Carbon Dating: Use the formula y= ae^-.00012t where a is the initial...
Algebra 2/ Chemistry? - Carbon Dating: Use the formula y= ae^-.00012t where a is...
Math - D.E.Q. - The half-life of a radioactive isotope is the amount of time it ...
Trigonometry - a. Write a formula for Q as a function of t. b. What is the value...
Algebra: is this right? - the amount of money remaining to be paid on a loan, y...
Math - How do I solve this if there is no equation to this 1. The population of ...
advanced functions HELP!!! - Radioactive decay is the process by which an ...
For Further Reading