38. The distance d(x) (in feet) between an observer 30 ft from a straight highway and a police car traveling down the highway is given by d(x) = 30 sec x, where x is the angle (in degrees) between the observer and the police car. d(x)\x/30 ft Observer a. Use a calculator to evaluate d(x) for the given values of x. Round to the nearest foot. 45 60 70 80 89 d(x) b. Try experimenting with values of x closer to 90°. What happens as x→90°?
38. The distance d(x) (in feet) between an observer 30 ft from a straight highway and a police car traveling down the highway is given by d(x) = 30 sec x, where x is the angle (in degrees) between the observer and the police car. d(x)\x/30 ft Observer a. Use a calculator to evaluate d(x) for the given values of x. Round to the nearest foot. 45 60 70 80 89 d(x) b. Try experimenting with values of x closer to 90°. What happens as x→90°?
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter21: Direct And Inverse Proportions
Section: Chapter Questions
Problem 15A: Of two gears that mesh, the one that has the greater number of teeth is called the gear, and the one...
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