A 10 pound homogeneous ball (IG= 2mr2/5) has a radius of 0.3 feet. It starts from rest and rolls down a 45-degree slope without sliding. Determine the linear speed of the ball in ft/s after rolling 6 feet along the slope.
A 10 pound homogeneous ball (IG= 2mr2/5) has a radius of 0.3 feet. It starts from...
A hollow ball (I=2/3 MR^2) of radius 7 cm and mass of 0.2kg starts from rest and rolls without slipping down a ramp. After the ball has dropped a vertical distance of 0.3 meters, what is its angular speed? Air resistance and losses due to friction may be neglected.
A hollow ball (I=2/3 MR^2) of radius 7 cm and mass of 0.2kg starts from rest and rolls without slipping down a ramp. After the ball has dropped a vertical distance of 0.3 meters, what is its angular speed? Air resistance and losses due to friction may be neglected A. 7.8 rad/s B. 22.0 rad/s C. 26.8 rad/s D. 13.1 rad/s
A ball with a radius r and a mass m starts from rest and then
rolls without slipping a distance L down a roof sloped at an angle
θ. The ball comes off the roof a height H above the ground. Derive
an expression for the ball’s speed v, just as it leaves the roof,
in terms of g, L, and θ:
A. If the ball is a solid sphere.
B.If the ball is a hollow sphere.
C. For each...
1) A solid ball of radius 7.25 cm and mass 7.43kg starts from
rest and rolls without slipping down a 20.7 degree incline that is
1.22m long. Calculate the angular velocity (in rad/s) of the ball
when it reaches the bottom
2:43 PM o 37 BD ooooo AT&T LTE 2)A uniform thin rod of length 0.452 m and mass 5.70 kg is suspended freely from one end. It is pulled to the side an angle 38.8 degrees and released. If...
The 10-lb sphere starts from rest at 0 0° and rolls without slipping down the cylindrical surface which has a radius of R 16 ft (Figure 1) Part A Determine the speed of the sphere-s center of mass at the instant ?: 45° Express your answer to three significant figures and include the appropriate units. Value Units Submit Provide Feedback Figure 1 of 1 0.5 ft
suppose a soud sphere of radius R and mass M starts from rest at an heignt of 2.85m and rolls down an. inaint with a slope of 33.30. What is the linear speed of the sphere when it leaves the incline?
E.1. [14 points) A soccer ball starts from rest when it is at a vertical height yo = 3.00 m above the ground and rolls without slipping down a curved ramp, as shown in the diagram. The ball rolls off the ramp when it is at a vertical height yı = 1.25 m above the ground. Assume the soccer ball is a hollow sphere (spherical shell) of radius 12 cm and mass 450 g. Ignore all frictional losses What is...
A bowler throws a bowling ball of radius R = 11 cm down
a lane. The ball slides on the lane with initial speed
vcom,0 = 11.0 m/s and initial angular speed
ω0 = 0. The coefficient of kinetic friction
between the ball and the lane is 0.22. The kinetic frictional force
fk acting on the ball causes a
linear acceleration of the ball while producing a torque that
causes an angular acceleration of the ball. When speed
vcom has...
12. (5 points) A speedway turn, with radius of curvature R, is banked at an angle 0 above the horizontal. If the track surface is ice-free and R 450.0 m, there is a coefficient of friction ,,-0.65 between the tires and the track, and the 3-450°, what are the m n speeds at which this turn can be taken? 13. (10 points) Rolling down problem. Start from rest Final speed A spherical shell of mass M-0.5 kg and radius R-0.5m...
A hollow ball with mass m = 0.1 kg and radius R = 5 cm is sliding across a flat frictionless surface with an initial speed v = 5 m/s. At x = 0, it encounters a patch of ground with coefficient of kinetic friction μk = 0.3. The ball is initially not rotating but the friction causes it to start spinning. How far will it travel along that surface before it begins rolling without slipping. For this problem, assume...