PAGARA, Krishna Faith A. faithpagara@yahoo.com E101: RESOLUTION OF FORCES METHODOLOGY In this experiment, we determined the end point withdraw using Graphical method and Analytical method. For the first part, we utilize a force table to determine the serial force. We first set up the force table by move the supper stop with clamp and the mass hanger. We set the exceedingly pulley in the angles 0°, 90°, 180° ,270°. subsequentlywards, we position various mass respectively into the mass hangers. Then we countersink the strings so that the ring will be at the kernel. find out 1 Set up After that, we slightly pulled the string to fit if the ring will be back at the center again. When it returned, we can now degrade the mass on for each one ring and its angle. act 2 Force Table In determine the F1, F2 and F3, we employ Polygon method and divisor method. After computing, we hence compared F4 to the results.
data AND RESULTS unquestionable harbors| outpouring 1| running game 2| F1| 100 g| 150 g| F2| 75 g| 50 g| F3| 150 g| clxxv g| F4| 100 g| 200 g | ?1| 70°| 65°| ?2| 138°| 93°| ?3| 238°| 189°| ?4| 348°| 305°| outpouring 1 veritable R = F4 = g| Actual ? = | | Computed appraise| Polygon system | %Error ( polygon )| division ma! nner| %Error(component)| R| 100 g | 0%| 102.44g| 2.38 %| ? | 438 °| 0%| 350.48°| 0.71 %| | Trial 2 Actual R = F4 = g| Actual ? = | | Computed Value| Polygon Method| %Error ( polygon )| Component Method| %Error(component)| R| 200 g | 0%| 194.14g| 3.09 %| ? | 305 °| 0%| 308.27°| 0.09 %| | pattern COMPUTATION Trial 2: I.) Angles: F1...If you want to get a full essay, order it on our website:
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