%5Subpart 4: CALCULATE NUMERICAL VALUESThe mass of the block on the table is 4 kg and the hanging mass is 1.2 kg.(i) Calculate the magnitude of the acceleration of m₂.a = 2.26(ii) Calculate the tension force in the string.T= 190NG(iii) Find the speed with which the hanging mass hits the floor if it starts from rest and is initiallylocated 1.2 m from the floor.V=TSubmit Answersee other options - If you don't want to answer the question right now.6:B406YH&mN4-7mU*J4+0089Kf10OL3P<MS.P.>Rain...{=insert1]4:47 PM9/27/2022prt scbackspناpause %Please answer the following question(s):1. Two blocks are connected by a massless rope as shown below. The mass of the block on the table ism, and the hanging mass is m₂. The table and the pulley are frictionless.5OTGiSubpart 1: Draw FBDsIn your notebook, draw free body diagrams for m, and m₂ using the template as shown below. Theforces acting on the system are weights of the blocks, m,g, and m₂g, the tension in the string T andthe normal reaction N₁ of the table on m₁.16406Y&7UH J*4+800m₁T1449Kf10OPULm₂L?bPRain...12{+[=66insert←]4:47 PM9/27/2022prt scbackspace

Subpart 4: CALCULATE NUMERICAL VALUES The mass of the block on the table is 4 kg and the hanging mass is 1.2 kg. (i) Calculate the magnitude of the acceleration of m₂. a = = 2.26 m S² (ii) Calculate the tension force in the string. T= 190 N (iii) Find the speed with which the hanging mass hits the floor if it starts from rest and is initially located 1.2 m from the floor. V= m S

Subpart 4: CALCULATE NUMERICAL VALUES The mass of the block on the table is 4 kg and the hanging mass is 1.2 kg. (i) Calculate the magnitude of the acceleration of m₂. a = = 2.26 m S² (ii) Calculate the tension force in the string. T= 190 N (iii) Find the speed with which the hanging mass hits the floor if it starts from rest and is initially located 1.2 m from the floor. V= m S

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter4: Forces In One Dimension

Section4.1: Force And Motion

Problem 11PP

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