A sample initially contains 200 grams of a certain radioactive isotope. After 5 hours, the amount has decayed to 177 grams. Let A(t) denote the amount (in grams) of the isotope after t hours. Assume that
A ( t ) = C e ^(k t)
for some constants C and k.
How many hours before there is only 80 grams of the isotope?
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