A car rounds a frictionless corner with a radius of 5.5 x 102 m. The corner is banke at an angle of 5.7°. Answer all of the following questions in the space provided. a. Draw a force diagram for the car with all forces and components labelled. b. Write net force equations for the car. c. How fast would the car have to go to roll off the banked curve?

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Chapter1: Units, Trigonometry. And Vectors
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Please answer question and just send me the paper solutions asap dont type the answer question 17abc please do not cancel use this formula only please
Question 17
A car rounds a frictionless corner with a radius of 5.5 x 102 m. The corner is banked
at an angle of 5.7°. Answer all of the following questions in the space provided.
a. Draw a force diagram for the car with all forces and components labelled.
b. Write net force equations for the car.
c. How fast would the car have to go to roll off the banked curve?
Transcribed Image Text:Question 17 A car rounds a frictionless corner with a radius of 5.5 x 102 m. The corner is banked at an angle of 5.7°. Answer all of the following questions in the space provided. a. Draw a force diagram for the car with all forces and components labelled. b. Write net force equations for the car. c. How fast would the car have to go to roll off the banked curve?
Ff = µP
sinA
sinB
sinc
Fret = ma
a² = b2 + c2 –2bccosA
a
C
V2 = V1 + aAt
Ad
Ad = v,At + KaAt Ad = vAt - KaAt
%3D
%3D
Van =
ww.
Ad = %(v1 + V2)At
g = 9.81
(vP = (vi} + 2aAd
472r
= 4n²rf2
T2
ww
a. =
%3D
www
Transcribed Image Text:Ff = µP sinA sinB sinc Fret = ma a² = b2 + c2 –2bccosA a C V2 = V1 + aAt Ad Ad = v,At + KaAt Ad = vAt - KaAt %3D %3D Van = ww. Ad = %(v1 + V2)At g = 9.81 (vP = (vi} + 2aAd 472r = 4n²rf2 T2 ww a. = %3D www
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