One model for the time it will take for the world’s oil supply to be depleted is given by the function T(r) = 14.29 ln(0.00411r + 1), where r is the estimated oil reserves in billions of barrels and T is the time in years before that amount of oil is depleted. Use this function to answer the questions below. (Round to the nearest billion barrels.) (Note. This problem is a logarithmic function. How many barrels of oil are necessary to last 30 years? How many barrels of oil are necessary to last 60 years?
One model for the time it will take for the world’s oil supply to be depleted is given by the function T(r) = 14.29 ln(0.00411r + 1), where r is the estimated oil reserves in billions of barrels and T is the time in years before that amount of oil is depleted. Use this function to answer the questions below. (Round to the nearest billion barrels.) (Note. This problem is a logarithmic function. How many barrels of oil are necessary to last 30 years? How many barrels of oil are necessary to last 60 years?
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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One model for the time it will take for the world’s oil supply to be depleted is given by the function T(r) = 14.29 ln(0.00411r + 1), where r is the estimated oil reserves in billions of barrels and T is the time in years before that amount of oil is depleted. Use this function to answer the questions below. (Round to the nearest billion barrels.) (Note. This problem is a logarithmic function.
- How many barrels of oil are necessary to last 30 years?
- How many barrels of oil are necessary to last 60 years?
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