A 850-kg car moving at 12 m/s takes a turn around a circle with a radius of 22.0 m. Determine the acceleration and the net force acting upon the car.
m=850 kgv=12 m/sr=22.0 ma= ?F= ?m = 850\textsf{ kg}\\ v = 12\textsf{ m/s}\\ r = 22.0 \textsf{ m}\\ a =\ ?\\ F = \ ?m=850 kgv=12 m/sr=22.0 ma= ?F= ?
a=v2r=12222=6.55 m/s²a =\dfrac{v²}r = \dfrac{12^2}{22} = 6.55\textsf{ m/s²}a=rv2=22122=6.55 m/s²
F=mv2r=850×6.55=5563.64 NF = \dfrac{mv^2}r = 850 × 6.55 = 5563.64\textsf{ N}F=rmv2=850×6.55=5563.64 N
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