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Due to erosion, the height of Math Mountain decreases at a rate of 2% every century. If the the mountain was 18,000 ft in 2005, how tall was the mountain in 1505?
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we can model this as \(18,000\times (.98)^t\) where \(t\) is time in centuries
that is because reducing a number by 2% is the same as multiplying it by \(.98\)
since 1505 is 5 centuries BEFORE 2005, replace \(t\) by \(-5\) and see what you get
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