A 150.0 g is suspended from a hanger clamp at the position x = +15.0cm, and a hanger clamp is at position x =- 75.0 cm. If each hanger clamp has a mass m = 16.5 g, what mass must be added to negative x position in order to attain stable equilibrium? (refer to Figure below). Compute for the torque and moment of inertia. (meter stick has negligible mass) 75 cm 15cm Mass =150 g

A 150.0 g is suspended from a hanger clamp at the position x = +15.0cm, and a hanger clamp is at position x =- 75.0 cm. If each hanger clamp has a mass m = 16.5 g, what mass must be added to negative x position in order to attain stable equilibrium? (refer to Figure below). Compute for the torque and moment of inertia. (meter stick has negligible mass) 75 cm 15cm Mass =150 g

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter12: Static Equilibrium And Elasticity

Section: Chapter Questions

Problem 12.3CYU: Check your Understanding Repeat Example 12.3 using the left end of the meter stick to calculate the...

See similar textbooks

Similar questions

What is the torque abot the origin of the force if it is applied at the point whose position is:
If the biceps brachii, attaching to the radius 2.5 cm from the elbow joint, produces 250 Nof tension perpendicular to the bone, and the triceps brachii, attaching 3 cm away fromthe elbow joint, exerts 200 N of tension perpendicular to the bone, how much net torqueis present at the joint? Will there be flexion, extension, or no movement at the joint? Is thetorque concentric or eccentric?
Compute the moment (positive if counterclockwise, negative if clockwise) of the 0.32-lb force about the pivot O of the wall-switch toggle. F = 0.32 lb 14° A 0.905" Answer: Mo= i lb-in.
The young tree, originally bent, has been brought into the vertical position by adjusting the three guy-wire tensions to AB = 5 lb, AC = 11 lb, and AD = 15 lb. Determine the force and moment reactions at the trunk base point O. Neglect the weight of the tree. 5.2' 2.9' 5.8' y 2.9' 5.8' Answers: Fo = ( i i+ i j+ i k) Ib Mo = ( i i+ i j+ i k) Ib-ft
10kg rigid beam that is 3mlong is supported at each end. An8kg block is placed 2m fromsupport 1. How much upward forcedoes each support provide to ensurezero acceleration and zero torque?Note, if an object is not rotating, itis not rotating about every axis.
Page No. Date: A Uniform horizontal bean 3.om long and toeighing 3. Ổ. 1ON is attached to auall by Pin Connection that allows the beam to rotate Its Far end i's suported by a Catle. that makes an angle Of 53-0° with the horizontal IF a person weighimg 6.0OX10N Stands lsom From the woull Find the magnidudes of the tensilon G"m tue Cable and the Force R exerted orthe beam. by coall beam SHOT ON MI 9T Al TRIPLE CAMERA Cabe
Queshon 1. A uniform solid sphere with mass Mand radius , = 2R,"rests on a horizontal tebletop. A string is attached, by a thhrough the center of the sphere so thats olid's phere axle freely. The string runs over a ancd radies 2=Ro(m)" that i's mounted on a its center. A box of mass 2M (leg) is suspended from the free end of the string as shown in Fiqure 1. The string does not slip over the pulley surfade and solid spre does rolling moltoy wit, accelera hsn and without slidins on the tabletöp as the 6ox is releasod from nent. By using Newton's laws for linear mo bn, rotobjonąl motion an rotting mokon, o) Find the mapnitude of lingar accelara hon oof the bok b) Fma the anger accelore hon vecfor soid discashoped pullay yoketo a frictionless axle can ro fate about the dise-shaped pulley with, mass Mlke) frichionloss axle through c) Find the anyular acubrahon vec for of solid sp here el Is there fricbion force at, contuct pon t between fubbop.cancd solied sphere'? DCndicat the_ty pe of…
Determine the magnitude of the acceleration of point C. Express your answer to three significant figures and include the appropriate units. • View Available Hint(s) ? m ac = Value S
For the given figure, the weight of the 9-ft bar is 5 Ib. The moment of the tension in the cord about the fulcrum (point O) is: L 3' 4. 12 15
For the given figure, the weight of the bar is 5 lb and the total length is 14 ft. The moment, in Ib-ft, of the weight about the fulcrum (point O) is L. 12 1b
The 30N force P is applied perpendicular to the portion BC on the bent bar . Determine The moment of P about point B and about point A.
The figure shows the cross section of a uniform 177-lb ventilator door hinged about its upper horizontal edge at O. The door is controlled by the spring-loaded cable which passes over the small pulley at A. The spring has a stiffness of 12.4 lb per foot of stretch and is undeformed when -0. If the door is released from rest in the horizontal position, determine the maximum angular velocity reached by the door and the corresponding angle 8. Answer: @max Save for Later 5.5. 14.059 rad/sec at @i 86.325 6 Attempts: 1 of 5 used Submit Answer