In a test drive of a new fuel efficient car, a company tracks the car's mpg (miles per gallon) for 2 gallons of gasoline burned during a test drive. Use the approximating method developed in this section with intervals of 0.25 gallons of gasoline and the "left end" approach to complete the items below. Be sure to indicate the endpoints with open and closed "dots". (Click here for a printable version.)
In a test drive of a new fuel efficient car, a company tracks the car's mpg (miles per gallon) for 2 gallons of gasoline burned during a test drive. Use the approximating method developed in this section with intervals of 0.25 gallons of gasoline and the "left end" approach to complete the items below. Be sure to indicate the endpoints with open and closed "dots". (Click here for a printable version.)
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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Question
In a test drive of a new fuel efficient car, a company tracks the car's mpg (miles per gallon) for 2 gallons of gasoline burned during a test drive. Use the approximating method developed in this section with intervals of 0.25 gallons of gasoline and the "left end" approach to complete the items below. Be sure to indicate the endpoints with open and closed "dots". (Click here for a printable version.)
Expert Solution
Step 1
Given data,
- The table of approximation variation in the number of miles driven,
| Number of gallons of gasoline burned | Approximation variation in the number of miles driven |
| 0-0.25 | 39.6601 |
| 0.25-0.5 | 36.5455 |
| 0.5-0.75 | 21.9998 |
| 0.75-1.00 | 11.6476 |
| 1.00-1.25 | 11.7579 |
| 1.25-1.50 | 18.1296 |
| 1.50-1.75 | 23.4250 |
| 1.75-20.00 | 25.0168 |
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