An object has its center of mass 7.25 cm from the pivot point of a servo. Assuming that the servo has a maximum torque of 1.75 kg - cm (based on a stall torque of 2.5 kg - cm, reduced by 30% to provide a buffer), what is the maximum mass that the object can be to not exceed the 1.75 kg - cm limit? Round your response to the second decimal place (i.e., #.##).

An object has its center of mass 7.25 cm from the pivot point of a servo. Assuming that the servo has a maximum torque of 1.75 kg - cm (based on a stall torque of 2.5 kg - cm, reduced by 30% to provide a buffer), what is the maximum mass that the object can be to not exceed the 1.75 kg - cm limit? Round your response to the second decimal place (i.e., #.##).

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

A vertical rectangular object of uniform mass M=13.7kg has sides a=0.7m and b-2m. It is pivoted from point O as shown in the figure below. If a constant force of F=78N along the diagonal as shown is applied, determine the angular acceleration of the rectangle at the instant shown in the figure using SI units, Express your answer with two decimal places. Please use the convention: Clockwise (+), Counterclockwise (-) when expressing your answer. O out of 15 points Hint1: The moment of inertia of the rectangle about an axis of rotation passing through its center of mass is IoF Ma²+6?) 12 Hint2: Don't forget the force of gravity!!! Take g=9.80 m/s2. I want to know the working from a previous exam F CM a Selected Answer: 113.1 Correct Answer: O 4.03 + 0.02 Activete Wndows 2071 8:03:15 PM FET
Compute the combined moment of the two 50-lb forces about (a) point O and (b) point A. The moment is positive if counterclockwise, negative if clockwise. Assume a = 5.5 in., b = 2.5 in., F = 50 lb. Answers: (a) Mo= (b) MA= M. lb-in. lb-in. X
Write the necessary equation of the object shown in figure below. Fx R, go Take the origin of the torque equation about an axis perpendicular to the page through the point O. (Let counterclockwise torque be positive and let forces to the right and up be positive. Use any variable or symbol stated above along with the following as necessary: Fg for the magnitude of Fg.) ΣFx X. = 0 EFy = = 0 Στ = 0
Refer to the question below.
Compute the combined moment of the two 75-lb forces about (a) point O and (b) point A. The moment is positive if counterclockwise, negative if clockwise. Assume a = 8.2 in., b = 3.9 in., F = 75 lb. y | I F Answers: (a) Mo= (b) MA= i i b F lb-in. lb-in.
An object has its center of mass 7.25 cm from the pivot point of a servo. Assuming that the servo has a maximum torque of 1.75 kg - cm (based on a stall torque of 2.5 kg - cm, reduced by 30% to provide a buffer), what is the maximum mass that the object can be to not exceed the 1.75 kg - cm limit? Round your response to the second decimal place (i.e., #.##).
The spool has a mass, m, and a radius of gyration, kG. An inextensible is wrapped around the inner diameter of the spool and is attached to the wall a point A. The coefficient of friction between the floor and the spool is mu. If the spool has the initial angular velocity given as omega naught, how far will the center, G, move before stopping?
Two blocks, each of mass 2 kg are suspendedfrom the ends of a rigid massless rod of lengthL. The rod is held horizontally on the fulcrumand then released. The length L1 is 15 cm andthe length L2 is 85 cm. Draw the force diagram for the rod. Clearly label all forces. Write Newton’s 2nd Law equation: (for F of y) Write Newton’s 2nd Law equation: (for net torque) What is the magnitude of the linear acceleration of the block closest to the fulcrum? What is the magnitude of the linear acceleration of the block furthest from the fulcrum?
Needs Complete typed solution with 100 % accuracy.
A basketball hits the outer rim of the hoop with a force of 2.5 lb at an angle of 75∘ from the horizontal before going in. The distance between the outer rim of the hoop and the backboard (point A) is 18 in. What is the moment/Torque created at the backboard (moment/Torque about A due to force of basketball) in units of in lb? Find Fx and FY and their direction of positive or negative (using the right hand rule)
The 6kg multiple pulley disc is configured as shown for an experiment. The disk is unbalanced with a radius of gyration KG = 50 cm about its mass center G and experiences a resisting torque of 0.3 N - m at pin C. Block A with mass = (0.623) kg hangs off a rope wrapped around the 250 mm pulley on the right side. If the system is released from rest, (a) What is the angular acceleration of the disk in rad/s²? (b) Find the tension in the rope in Newtons (c) You are tasked with doubling the acceleration solved in (a) by hanging another block off the 150 mm pulley. Determine the mass of the block in kg necessary to achieve this. Indicate which side of the 150 mm pulley you should hang the second block from. NOTE: draw the FBD and the KD 8cm- 150mm 250mm Block A
The body in the figure is pivoted at O. Three forces act on it in the directions shown: FA = 9.30 N at point A, 5.40 m from O; FB = 13.0N at point B, 2.90 m from O; and Fc = 18.0 N at point C, 2.90 m from O. Taking the clockwise direction to be negative, what is the net %3D torque about O? 135° A C 160° 90 FA Units Number i