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Question

Complete the graphical method corresponding to the information provided 

Graphical Method On a piece of paper, construct (draw) a tail-to-head diagram of the vectors of force FA and force Fв (in appropriate scale). Use a metric rule and a protractor to measure the magnitude and direction of the resultant force. Find the equilibrant force magnitude and direction. Record the results in Table 1. If you do not have the protractor, you can use the right triangle method to build or measure the angle: tangent of an angle is the length of the side opposite the angle divided by the length of the adjacent side. In conclusion, discuss how the theoretical and graphical values for the magnitude and direction of the equilibrant force compare to the actual (experimental) magnitude and direction.
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Transcribed Image Text:Graphical Method On a piece of paper, construct (draw) a tail-to-head diagram of the vectors of force FA and force Fв (in appropriate scale). Use a metric rule and a protractor to measure the magnitude and direction of the resultant force. Find the equilibrant force magnitude and direction. Record the results in Table 1. If you do not have the protractor, you can use the right triangle method to build or measure the angle: tangent of an angle is the length of the side opposite the angle divided by the length of the adjacent side. In conclusion, discuss how the theoretical and graphical values for the magnitude and direction of the equilibrant force compare to the actual (experimental) magnitude and direction.
First angle_5 degrees_, mass at first pulley = mass of hanger _5g_ + extra mass 1_10g_ Second angle_150 degrees_, mass at second pulley = mass of hanger _5g_ + extra mass 2 _7g_ Method Experiment: Graphical: Magnitude, Direction, 04, mN degrees 147 Component: FAx = 14.94 FAy = 1.31 FA 5 N/A Magnitude, mN 117.6 FBx = -10.39 FBy= = 6 FB Direction, 0B, degrees 150 N/A Magnitude, mN 88.2 Equilibrant, FE FEx = 4.55 FEy = 7.31 FE = 8.61 Table 1 Direction, E, degrees 235 58.1
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Transcribed Image Text:First angle_5 degrees_, mass at first pulley = mass of hanger _5g_ + extra mass 1_10g_ Second angle_150 degrees_, mass at second pulley = mass of hanger _5g_ + extra mass 2 _7g_ Method Experiment: Graphical: Magnitude, Direction, 04, mN degrees 147 Component: FAx = 14.94 FAy = 1.31 FA 5 N/A Magnitude, mN 117.6 FBx = -10.39 FBy= = 6 FB Direction, 0B, degrees 150 N/A Magnitude, mN 88.2 Equilibrant, FE FEx = 4.55 FEy = 7.31 FE = 8.61 Table 1 Direction, E, degrees 235 58.1
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