Physics, 28.10.2020 17:10 makenziehook8
What is the distance required to stop (i. e., braking distance) of a passenger car when brakes are applied on a 2% downgrade if that vehicle is traveling at 40 mph
Answers: 2
![d = \frac{u^2}{30 [\frac{a}{g} - G ]}](/tpl/images/0847/6702/93d0f.png)
is equal to longitudinal friction coefficient which has a value of 
![d = \frac{40^2}{30 [0.35 - 0.02 ]}](/tpl/images/0847/6702/7cfb6.png)
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What is the distance required to stop (i. e., braking distance) of a passenger car when brakes are a...
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