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1. Starting with equation (2) above and given values on the picture below, solve the force body diagram pictured for the ratio m,/m2 First be Insert the m (COM) of th Record the loc mg m:g mcomg

1. Starting with equation (2) above and given values on the picture below, solve the force body diagram pictured for the ratio m,/m2 First be Insert the m (COM) of th Record the loc mg m:g mcomg

College Physics
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)...
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Can you help me solve number 1? Equation two is on the jpg titled expg1.

1. Starting with equation (2) above and given values on the picture below, solve the force body diagram pictured for the ratio m,/m2 loon N dlamps wi First be 2 Insert the (COM) of Record the lc r2 mg m2g mcomg 2. Now, change the location of the pivot point - moving it to the right of the center of mass a distance r3. Solve the system pictured below using equation (2) for the mass of the meter stick. This will be equation (3). notar Record om. rst 5 g Record added AN r2 m g mag mcomg CS Scan nke WheCOM position so that it achieved. Record the
Transcribed Image Text:1. Starting with equation (2) above and given values on the picture below, solve the force body diagram pictured for the ratio m,/m2 loon N dlamps wi First be 2 Insert the (COM) of Record the lc r2 mg m2g mcomg 2. Now, change the location of the pivot point - moving it to the right of the center of mass a distance r3. Solve the system pictured below using equation (2) for the mass of the meter stick. This will be equation (3). notar Record om. rst 5 g Record added AN r2 m g mag mcomg CS Scan nke WheCOM position so that it achieved. Record the
This experiment will investigate the rotational analog of forces in equilibrium – i.e. torques in equilibrium. Here we will consider the net Torque acting on a rotating mass, Et around a specified pivot point. A single torque, t, is directly related to an individual force acting on a rotating object: T =rx F; |t| = Ir||F|sine = rF1, (1) where r is the position vector indicating the distance from where the force acts to the pivot point. Only perpendicular components of force with respect to the r vector will contribute to torque. Generally speaking net torque will give rise to an angular acceleration a. Στ- Ια (general equation) Equilibrium problems consider the subset of the general equation where there is no rotation; i.e. a=0. Στ -0 (equilibrium equation) (2) CS Scanned
Transcribed Image Text:This experiment will investigate the rotational analog of forces in equilibrium – i.e. torques in equilibrium. Here we will consider the net Torque acting on a rotating mass, Et around a specified pivot point. A single torque, t, is directly related to an individual force acting on a rotating object: T =rx F; |t| = Ir||F|sine = rF1, (1) where r is the position vector indicating the distance from where the force acts to the pivot point. Only perpendicular components of force with respect to the r vector will contribute to torque. Generally speaking net torque will give rise to an angular acceleration a. Στ- Ια (general equation) Equilibrium problems consider the subset of the general equation where there is no rotation; i.e. a=0. Στ -0 (equilibrium equation) (2) CS Scanned
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