A car travels down a straight country road that leads over hills and through valleys. On one particular stretch of road, the car encounters a hill that can be approximated as the top of a circle with a radius rh = 113 m. Later, the car comes to a dip with a radius of curvature ra = = 75 m. Assume that the car maintains a constant speed of v = 27 m/s as it goes over the hill and throug the dip. Figure not to scale. The actual weight of the driver, as measured on a flat stretch of road, is 750 N. What is the apparent weight of the driver at the top of the hill? What is the apparent weight of the driver at the bottom of the dip? Wh = W₁ = M

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A car travels down a straight country road that leads over hills and through valleys. On one particular stretch of road, the car
encounters a hill that can be approximated as the top of a circle with a radius rh = 113 m. Later, the car comes to a dip with a
radius of curvature ra = 75 m. Assume that the car maintains a constant speed of v = 27 m/s as it goes over the hill and through
the dip.
Figure not to scale.
The actual weight of the driver, as measured on a flat stretch
of road, is 750 N. What is the apparent weight of the driver at
the top of the hill?
What is the apparent weight of the driver at the bottom of
the dip?
Wh =
Wa =
N
N
Transcribed Image Text:A car travels down a straight country road that leads over hills and through valleys. On one particular stretch of road, the car encounters a hill that can be approximated as the top of a circle with a radius rh = 113 m. Later, the car comes to a dip with a radius of curvature ra = 75 m. Assume that the car maintains a constant speed of v = 27 m/s as it goes over the hill and through the dip. Figure not to scale. The actual weight of the driver, as measured on a flat stretch of road, is 750 N. What is the apparent weight of the driver at the top of the hill? What is the apparent weight of the driver at the bottom of the dip? Wh = Wa = N N
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