00 The red car's front bumper is one car-length (which we will define as L, and equals the length of each car and is one- quarter the length of the truck) behind a blue car's rear bumper, while a truck approaches in the other lane. To the drivers of these vehicles, the separation of the front bumper of the blue car and front bumper of the truck appears to be about twenty car-lengths. All three vehicles are traveling at the speed limit (which we will call v.). We will call the maximum acceleration possible for the cars a when speeding up, and b when braking. The driver of the red car is considering passing the blue car. Submit your analysis on Gradescope for HW1 Problem 2.
00 The red car's front bumper is one car-length (which we will define as L, and equals the length of each car and is one- quarter the length of the truck) behind a blue car's rear bumper, while a truck approaches in the other lane. To the drivers of these vehicles, the separation of the front bumper of the blue car and front bumper of the truck appears to be about twenty car-lengths. All three vehicles are traveling at the speed limit (which we will call v.). We will call the maximum acceleration possible for the cars a when speeding up, and b when braking. The driver of the red car is considering passing the blue car. Submit your analysis on Gradescope for HW1 Problem 2.
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Transcribed Image Text:00
The red car's front bumper is one car-length (which we will define as L, and equals the length of each car and is one-
quarter the length of the truck) behind a blue car's rear bumper, while a truck approaches in the other lane. To the
drivers of these vehicles, the separation of the front bumper of the blue car and front bumper of the truck appears to be
about twenty car-lengths. All three vehicles are traveling at the speed limit (which we will call v.). We will call the
maximum acceleration possible for the cars a when speeding up, and b when braking. The driver of the red car is
considering passing the blue car.
Submit your analysis on Gradescope for HW1 Problem 2.
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