\( 1< \) The function \( f(x)=80 e^{-0.6 x}+20 \) describes the percentage of information, \( f(x) \), that a particular person remembers \( x \) weeks after leaming the information. a. Substitute 0 for \( x \) and, without using a calculator, find the percentage of information remembered at the moment it is first leamed. b. Substitute 1 for \( x \) and find the percentage of information that is remembered after 1 week. c. Find the percentage of information that is remembered after 4 weeks. d. Find the percentage of information that is remembered after one year ( 52 weeks). a. At the moment it is first learned, \( \square \% \) of the information is remembered. (Round to one decimal place as needed.)
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