Two cars with velocities v and v are tested on a straight track (in meters per second).

Two cars with velocities v₁ and v₂ are tested on a straight track (in meters per second). Consider the following.

 (a) Write a verbal interpretation of each integral.

(b) Is it possible to determine the distance between the two cars when t = 5 seconds? Why or why not?

(c) Assume both cars start at the same time and place. Which car is ahead when t = 10 seconds? How far ahead is the car?

(d) Suppose Car 1 has velocity v, and is ahead of Car 2 by
13 meters when t = 20 seconds. How far ahead or
behind is Car 1 when t = 30 seconds?

Transcribed Image Text:

L' [v, (0) [v₁(t) v₂(t)] dt = 10 - 30 [ [v, (t)- v₂(t)] dt = -5 20 10 for Evi [v₁(t) v₂(t)] dt = 30