You must design a device for shooting a small marble vertically upward. The marble is in a small cup that is attached to the rim of a wheel of radius 0.260 m; the cup is covered by a lid. The wheel starts from rest and rotates about a horizontal axis that is perpendicular to the wheel at its center. After the wheel has turned through 20.0 rev. the cup is the same height as the center of the wheel. At this point in the motion, the lid opens and the marble travels vertically upward to a maximum height h above the center of the wheel. If the wheel rotates with a constant angular acceleration α , what value of α is required for the marble to reach a height of h = 12.0 m?
You must design a device for shooting a small marble vertically upward. The marble is in a small cup that is attached to the rim of a wheel of radius 0.260 m; the cup is covered by a lid. The wheel starts from rest and rotates about a horizontal axis that is perpendicular to the wheel at its center. After the wheel has turned through 20.0 rev. the cup is the same height as the center of the wheel. At this point in the motion, the lid opens and the marble travels vertically upward to a maximum height h above the center of the wheel. If the wheel rotates with a constant angular acceleration α , what value of α is required for the marble to reach a height of h = 12.0 m?
You must design a device for shooting a small marble vertically upward. The marble is in a small cup that is attached to the rim of a wheel of radius 0.260 m; the cup is covered by a lid. The wheel starts from rest and rotates about a horizontal axis that is perpendicular to the wheel at its center. After the wheel has turned through 20.0 rev. the cup is the same height as the center of the wheel. At this point in the motion, the lid opens and the marble travels vertically upward to a maximum height h above the center of the wheel. If the wheel rotates with a constant angular accelerationα, what value of α is required for the marble to reach a height of h = 12.0 m?
Definition Definition Angle at which a point rotates around a specific axis or center in a given direction. Angular displacement is a vector quantity and has both magnitude and direction. The angle built by an object from its rest point to endpoint created by rotational motion is known as angular displacement. Angular displacement is denoted by θ, and the S.I. unit of angular displacement is radian or rad.
The wheel in the figure below has eight equally spaced spokes and a radius of 30 cm. The wheel is mounted on a fixed axle and is spinning at 2.0 rev/s. You want to shoot a 20 cm long arrow parallel to this axle and through the wheel without hitting any of the spokes. What minimum speed (in m/s) must the arrow have? Assume the spokes, the arrow and the rim of the wheel are very thin. Focus on the amount of time the arrow has to get through the wheel without getting hit by a spoke. The spokes divide the circle of the wheel into 8 sections. Assume that the arrow hits the plane of the wheel just when the spoke is moving out of the way.
The main rotor of the helicopter is turning in a horizontal plane at 90.0 rpm. The distance from the center of
the rotor shaft to each blade tip is 5.0 m. The linear speed of the tip of the blade is approximately Blank 1
m/s.
A ball of radius 0.200 m rolls with a constant linear speed of 2.65 m/s along a horizontal table. The ball rolls off the edge and falls a vertical distance of 2.30 m before hitting the floor. What is the angular displacement of the ball while the ball is in the air?
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