For t> 0 hours, let r(t) = 120 (1 - e 5 liters/hour hour, at which a car travels along a straight road. The number of liters of gasoline used by *). Find the rate of the car to travel a kilometers is modeled by g(x) change with respect to time of the number of liters of gasoline used by the car when t hours. Indicate units of measure. = 8 liters/hour O 7 liters/hour 106²) represent the speed, in kilometers per O 6 liters/hour - e-10t² - 0.05x (1 1- e 2

Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter3: The Derivative
Section3.CR: Chapter 3 Review
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For t≥ 0 hours, let r (t) 120 (1
=
=
represent the speed, in kilometers per
hour, at which a car travels along a straight road. The number of liters of gasoline used by
the car to travel à kilometers is modeled by g (x) = 0.05x (1
e
-). Find the rate of
O 5 liters/hour
change with respect to time of the number of liters of gasoline used by the car when t = 2
hours. Indicate units of measure.
O 8 liters/hour
- 10t²
e
-
O 7 liters/hour
O 6 liters/hour
Transcribed Image Text:For t≥ 0 hours, let r (t) 120 (1 = = represent the speed, in kilometers per hour, at which a car travels along a straight road. The number of liters of gasoline used by the car to travel à kilometers is modeled by g (x) = 0.05x (1 e -). Find the rate of O 5 liters/hour change with respect to time of the number of liters of gasoline used by the car when t = 2 hours. Indicate units of measure. O 8 liters/hour - 10t² e - O 7 liters/hour O 6 liters/hour
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