Moment of Inertia CourseHero

Please don't provide handwritten solution...   As the rotational speed of a space habitat increases, the apparent weight of people inside A. decreases. B. increases. C. stays the same. D. is one-half the space habitat's center of gravity.

An object hanging on a rope L = 0.5m, does rotational motion. If the angle between rope and vertical is 37°, find the tangential velocity of the object. a) 0.75 m/s 37 (=0,5m b) 3.0 m/s Copyright sistuToras.o c) 1.5 m/s

The 19-cm diameter disk in (Eigure 1) can rotate on an axle through its center. Figure 30 N 5 cm 5 cm 20 N 1 of 1 30 N 20 N Part A What is the net torque about the axle? Express your answer using two significant figures. TE IVE] ΑΣΦ Submit Provide Feedback Request Answer Pearson 4 ? N-m

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A 2-N weight is swung in a vertical circle of 1m radius at the end of the cable that will break if the tension exceeds 500 N. Find the angular velocity of the weight when the cable breaks in rad/s. A) 49.42 B) 37.27 58.33 D 37.24 E) 24.93

Torque in the metric system is measured in units of  Group of answer choices N rev N/m N m N. N s

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lable 9-1 Moments of Inertia of Uniform Bodies of Various Shapes Thin cylindrical shell about axis Thin cylindrical shell about diameter through center Thin rod about Thin spherical shell about diameter perpendicular line through center R A R, R I = MR? 1 = ¿MR? 1 = }MR² + ML? Solid sphere about diameter Solid cylinder about diameter through center Solid cylinder about axis Thin rod about perpendicular line through one end 1 = ? MR I = Į MR I = }MR? + ML? Solid rectangular parallelepiped about axis through center perpendicular to face I = }ML2 Hollow cylinder about axis Hollow cylinder about diameter through center R2 R, 1 = 'M{R; +R2 R, I = }M(R; +R + , MI? I = M(a² + b²) %3D A bicycle wheel is rotating, which shape in the table would you use to calculate moment of inertia of the spokes?

The 3.0 kg, uniform, horizontal rod in (Figure 1) is seen from the side. What is the gravitational torque about the point shown?

Use at least 4 significant figures throughout the entire problem. 9.80m/s2 for the acceleration due to gravity. Do not use 10 m/s2 for the acceleration due to gravity.

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A 24-inch diameter tire rotates 8.2 revolutions per second a. determine the angular speed of the tire. round to the nearest tenth b. using the angular speed from part a, determine the liner speed in miles per hour. round to the nearest tenth.

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The 10-kg uniform horizontal rod is seen from the side. What is the gravitational torque about the point shown? Use g = 10 m/s2.       -50 N·m     -75 N·m     25 N·m     -100 N·m     -25 N·m     0     50 N·m     100 N·m     75 N·m

help.

What is the angular acceleration (in rad/s^2) of an upper cut punch if velocity at t = 0.15 is 8.1 deg/s and the velocity at t = 0.41 is 13.9 deg/s? Round your answer to two decimal points. If the radius during the uppercut is .92m, what is the tangential acceleration experienced by the knuckles? Round your answer to two decimal points

1. A centrifuge turning at 20,000 rpm is suddenly turned off. Before it comes to a stop, the centrifuge spins for 1,500 revolutions. (Hint: Convert rpm to rad/s)  A. Calculate the angular acceleration of the centrifuge assuming it to be constant. B. How long would it take for it to stop?   Hoping to be answered!

A force of magnitude F is applied to a door in different directions as shown below. The door rotates about point P. Rank the following situations based on the applied torque, from most negative to most positive.

Calculate the torque about the z-axis that is out of the page at the origin in the following figure, given that F,=3N, F2=2N, F3=3N, F4=1.8N. YA ... 30° 2 m 3 m 2 m F3 20 Round your answer to 2 decimal places. Add your answer

6. Spinning Ice Skater: A 50 kg ice skater is spinning around at 2 revolutions per second with her arms tucked in. You may consider her to be a cylinder 1.5 meters high with a radius of 15 cm. She sticks her arms straight out to slow herself down. Each of her arms is 2 kg and 75 cm long. How fast does she rotate with her arms extended?

help   A coke can is suspended by a string from the tab so that it spins with a vertical axis. A 14 N perpendicular force at the edge causes rotation. Find the angular acceleration if the can has a radius of 5 cm and a mass of 525 grams. Hint: force at a distance is torque   Hint: force at a distance is torque ISphere = 2/5 MR2 ICylinder = 1/2 MR2 IRing = MR2 IStick thru center = 1/12 ML2 IStick thru end = 1/3 ML2