The consumption of tungsten (in metric tons) in a country is given approximately by p(t)= 138t2 + 1,079t + 14,910. where t is time in years and t=0 corresponds to 2010. (A) Use the four-step process to find p′(t)= (B) Find the annual consumption in 2030........metric tons. (Simplify your answer.) and the instantaneous rate of change of consumption in .........2030,(Simplify your answer.) and write a brief verbal interpretation of these results.
The consumption of tungsten (in metric tons) in a country is given approximately by p(t)= 138t2 + 1,079t + 14,910. where t is time in years and t=0 corresponds to 2010. (A) Use the four-step process to find p′(t)= (B) Find the annual consumption in 2030........metric tons. (Simplify your answer.) and the instantaneous rate of change of consumption in .........2030,(Simplify your answer.) and write a brief verbal interpretation of these results.
Chapter6: Exponential And Logarithmic Functions
Section: Chapter Questions
Problem 29PT: A radiation safety officer is working with 112 grams of a radioactive substance. After 17 days,...
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The consumption of tungsten (in metric tons) in a country is given approximately by
p(t)= 138t2 + 1,079t + 14,910.
where t is time in years and t=0 corresponds to 2010.(A) Use the four-step process to find
p′(t)=
(B) Find the annual consumption in
2030........metric tons.
and the instantaneous rate of change of consumption in
(Simplify your answer.)
.........2030,(Simplify your answer.)
and write a brief verbal interpretation of these results.In
2030........metric tons of tungsten are consumed and this quantity is decreasing or increasing at the rate of
.....metric tons per year.
(Simplify your answers.)
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