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(Solved): An initial amount of 0.8 (at year t=0 ) is decreasing at a rate of 0.4% per year. Let Q(t) be the a ...




An initial amount of \( 0.8 \) (at year \( t=0 \) ) is decreasing at a rate of \( 0.4 \% \) per year. Let \( Q(t) \) be the a
(a) Write a formula for \( Q \) as a function of \( t \). NOTE: Enter the exact answer.
\[
Q(t)=
\]
(b) What is the value of
An initial amount of (at year ) is decreasing at a rate of per year. Let be the amount after years. (a) Write a formula for as a function of . NOTE: Enter the exact answer. (b) What is the value of when ? NOTE: Round your answer to three decimal places. (a) Write a formula for as a function of . NOTE: Enter the exact answer. (b) What is the value of when ? NOTE: Round your answer to three decimal places.


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Given Q(t) is smount of heat after
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