The average NASCAR race car weighs 3400 lb. At a recent Nascar race the cars wen

Question

The average NASCAR race car weighs 3400 lb. At a recent Nascar race the cars went flying around the banked curves at a raceway. The banking of the turns at the raceway are = 34°. Hint 1: you will want to convert the units given to kg and m/s first. Hint 2: The horizontal component of the normal force supplies the needed centripetal force in this case (not the friction force).

(e) If the car is going around the curve at a speed of 200 mph calculate the centripetal force acting on the car.


(f) Suppose the curve was not banked. For the same radius, what centripetal force will be needed to keep the car going around the curve at the same speed of 160 mph?Note: in the case of an unbanked curve, friction force will be needed to provide the centripetal force.

Explanation / Answer

e)

Fn = mg cos theta

m = 1542.2 kg

v = 89.408m/sec

centrepetal force

Fc = Fn sin theta

Fc = 7006.52 N ( answer)

f)

from above pronlem

Fc = mV^2/R

R = 1759.5 m

Now if v = 160mph = 71.52 m/sec

Fc = mV^2/R

Fc = 4483.37N

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