Gtseviper
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When a turntable rotating at 32 1/3 rev/min is shut off, it comes to rest in 29 s.
a assuming constant angular accelerationn, find the angular acceleration.
(my work) WWo/t=a and I got .12
b number of revolutions
(my work) phidainitial phida= Wot + 1/2at^2 and I got 8.03 rev
2 A solid ball of mass 1.6kg and diameter 20 cm is rotating about its diameter at 64rev/min
a What is its KE.
(my work) K= 1/2 Iw^2, I=2/5 MR^2 I= 2.56 x10^2 kg m^2 K= 5.75 x 10^1 J
b addition 2 J is added, new angular speed.
(my work) 2.57 J is new K, W^2= 2K/I W= 1.36 x 10^2 rev/min
3 A 1300kg car is being unloaded by a winch. At the moment shown in Figure 946, the gearbox shaft of the winch breaks, and the car falls from rest. During the car's fall, there is no slipping between the (massless) rope, the pulley, and the winch drum. The moment of inertia of the winch drum is 300 kg · m2 and that of the pulley is 2 kg · m2. The radius of the winch drum is 0.80 m and that of the pulley is 0.30 m. Find the speed of the car as it hits the water.
and I got 8.89 by using mgh= 1/2 Iw (V/rw)^2+ 1/2 Ip (V/rp)^2 mv^2
When a turntable rotating at 32 1/3 rev/min is shut off, it comes to rest in 29 s.
a assuming constant angular accelerationn, find the angular acceleration.
(my work) WWo/t=a and I got .12
b number of revolutions
(my work) phidainitial phida= Wot + 1/2at^2 and I got 8.03 rev
2 A solid ball of mass 1.6kg and diameter 20 cm is rotating about its diameter at 64rev/min
a What is its KE.
(my work) K= 1/2 Iw^2, I=2/5 MR^2 I= 2.56 x10^2 kg m^2 K= 5.75 x 10^1 J
b addition 2 J is added, new angular speed.
(my work) 2.57 J is new K, W^2= 2K/I W= 1.36 x 10^2 rev/min
3 A 1300kg car is being unloaded by a winch. At the moment shown in Figure 946, the gearbox shaft of the winch breaks, and the car falls from rest. During the car's fall, there is no slipping between the (massless) rope, the pulley, and the winch drum. The moment of inertia of the winch drum is 300 kg · m2 and that of the pulley is 2 kg · m2. The radius of the winch drum is 0.80 m and that of the pulley is 0.30 m. Find the speed of the car as it hits the water.
and I got 8.89 by using mgh= 1/2 Iw (V/rw)^2+ 1/2 Ip (V/rp)^2 mv^2
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