Two boxes are connected by a massless string across a massless frictionless pulley. Box S has a mass M and box H has a mass m. write Newton's 2nd law equation for these objects, horizontal component only for box S and vertical component only for box H. solve algebraically for acceleration of the boxes. given M = 8.4 kg and m = 5.7 kg, use the equation from the previous part to find the value of the acceleration. use this answer to find the tension of the string
Two boxes are connected by a massless string across a massless frictionless pulley. Box S has a mass M and box H has a mass m. write Newton's 2nd law equation for these objects, horizontal component only for box S and vertical component only for box H. solve algebraically for acceleration of the boxes. given M = 8.4 kg and m = 5.7 kg, use the equation from the previous part to find the value of the acceleration. use this answer to find the tension of the string
University Physics Volume 1
18th Edition
ISBN:9781938168277
Author:William Moebs, Samuel J. Ling, Jeff Sanny
Publisher:William Moebs, Samuel J. Ling, Jeff Sanny
Chapter2: Vectors
Section: Chapter Questions
Problem 53P: Given the vectors in the preceding figure, find vector Rthat solves equations (a) D+R=Fand (b)...
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Two boxes are connected by a massless string across a massless frictionless pulley. Box S has a mass M and box H has a mass m.
- write Newton's 2nd law equation for these objects, horizontal component only for box S and vertical component only for box H.
- solve algebraically for acceleration of the boxes.
- given M = 8.4 kg and m = 5.7 kg, use the equation from the previous part to find the value of the acceleration.
- use this answer to find the tension of the string.
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