The distance between tourist and bear "closes" at a rate of 1.5 m/s. It becomes zero at time T = 25.4/(1.5 m/s). In that time, the tourist runs
4.38 m/s * T = (4.38/1.5)*25.4 = 74.2 m. That is the longset possible distance without being caught.
A tourist being chased by an angry bear is running in a straight line toward his car at a speed of 4.38 m/s. The car is a distance d away. The bear is 25.4 m behind the tourist and running at 5.88 m/s. The tourist reaches the car safely. What is the maximum possible value for d?
I know the equations I need are...
d + x = v(bear) * t
d = v(person) * t
I just don't know what to do with them.
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