Knowing that the coefficient of static friction between the tires and the road is 0.67 for the automobile shown with weight of 3200 lb, determine the maximum possible acceleration on a level road, assuming front-wheel drive (with friction) and rear-wheels are free to roll. 22 in A B 38 in 55 in Equations.pdf O a = 11 fus2 O a = 10.5 ft/s2 a = 3.7 ft/s2 O a = 3.3 f/s2
Knowing that the coefficient of static friction between the tires and the road is 0.67 for the automobile shown with weight of 3200 lb, determine the maximum possible acceleration on a level road, assuming front-wheel drive (with friction) and rear-wheels are free to roll. 22 in A B 38 in 55 in Equations.pdf O a = 11 fus2 O a = 10.5 ft/s2 a = 3.7 ft/s2 O a = 3.3 f/s2
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
Transcribed Image Text:Knowing that the coefficient of static friction between the tires
and the road is 0.67 for the automobile shown with weight
of 3200 lb, determine the maximum possible acceleration on
a level road, assuming front-wheel drive (with friction) and
rear-wheels are free to roll.
G
22 in
55 in
38 in
Equations.pdf
a = 11 fu/s2
a = 10.5 f/s2
a = 3.7 fl/s2
O a = 3.3 f/s?
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