Table 1 - Position and number of oscillations for a mass-spring Mass of disc(s) + platform (g) ±0.5 g Position of the platform (cm) +0.3 cm 51.4 151.2 251.0 351.4 451.2 551.6 31.1 42.8 55.3 66.8 77.1 88.2 system with different hanging masses. # of oscillations for 1 minute ±1 86 62 51 44 39 36 Using the data from Table 1 in the experimental details, calculate "the uncertainty of the square of the period of oscillation (in s²) for a hanging mass of 151.2 g" using the propagation of error method. You must consider the uncertainty on the time measured and the number of oscillations given in the experimental details. Round your answer to 3 decimal places.

Table 1 - Position and number of oscillations for a mass-spring Mass of disc(s) + platform (g) ±0.5 g Position of the platform (cm) +0.3 cm 51.4 151.2 251.0 351.4 451.2 551.6 31.1 42.8 55.3 66.8 77.1 88.2 system with different hanging masses. # of oscillations for 1 minute ±1 86 62 51 44 39 36 Using the data from Table 1 in the experimental details, calculate "the uncertainty of the square of the period of oscillation (in s²) for a hanging mass of 151.2 g" using the propagation of error method. You must consider the uncertainty on the time measured and the number of oscillations given in the experimental details. Round your answer to 3 decimal places.

Name: Note the square of the period of oscillation for a hanging mass of 151
Uploaded: 2024-03-20T06:58:04.000Z
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Description: Note the square of the period of oscillation for a hanging mass of 151.2 g is 0.937s^2..... (calculate it to get more decimals) 1) Suspended mass on a springWe record the results for the extension of the spring and the oscillation of the mass-spring

College Physics

10th Edition

ISBN:9781285737027

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter5: Energy

Section: Chapter Questions

Problem 76AP

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