For each lever shown below , compute the AMAf and the IMAf Experiment No.10 - A Study of Levers.Page 9Because of friction, the AMA, is always less than the IMA, in real life.For example, the lever below has anIMA, of 6 and an AMA, of 5.20N100N100 NAMA,20 N= 512 cmA 2cm12 cmIMA, == 62 cmOnlywhen there is absolutely zero friction will AMA.IMA !For each lever shown below, compute the AMA, and the IMA::(Show your work tothe instructor)6ON96NAMA E60 cm20cm,AMAŞ= boNIMAÇ= 6ocmIMA, =20cmION25NAMA, =IMA30 cm1Scm-IMA 3D(m =15 cm250 NAMA E%3D(50N)IMA,F12cm-36 cm-

Answered: Image /qna-images/answer/f124c62b-08fb-475e-b435-1ae85e188c6a.jpg

For each lever shown below, compute the AMA and the IMA : (Show your work to the instructor) salvs 60N 9GN) AMA E 60 cm 20Em 9ON IMA %3D ( l t) IMAF= 6ocm 20cm 1ON AMAE %3D IMAE %3D - 30 cm- 5cm. 25N= IMA 3Dm : 15 cm 3D em = 250 N 50N) АМА - IMA %3D - -12cm-36 cm-

For each lever shown below, compute the AMA and the IMA : (Show your work to the instructor) salvs 60N 9GN) AMA E 60 cm 20Em 9ON IMA %3D ( l t) IMAF= 6ocm 20cm 1ON AMAE %3D IMAE %3D - 30 cm- 5cm. 25N= IMA 3Dm : 15 cm 3D em = 250 N 50N) АМА - IMA %3D - -12cm-36 cm-

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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