(a)(i)A pendulum of 14 identical paperclips is timed for 10 complete swings as in Fig. 2.1. The three measured times are 10.62 s, 10.84 s and 10.75 s. Calculate their average t_av to one decimal place.
2016 · M/J · 5054/41 | Q2
Options
(a)(ii)Using your average time for ten complete swings from 2(a)(i), calculate the period T for one swing in seconds.
(a)(iii)The student has reaction time about 0.2 s. Explain why timing ten swings instead of one gives a more accurate period.
(b)(ii)The student changes the paperclip number N. Fig. 2.2 gives (N,T/s): (2,0.38), (4,0.58), (6,0.73), (8,0.82), (10,0.91), (12,0.98), (14,blank). First complete the zero-mark N=14 table entry from your 2(a)(ii) answer. On Fig. 2.3 plot T/s on the y-axis against N on the x-axis, starting at (0,0), and draw a smooth best-fit curve.
(b)(iii)Using the results in Fig. 2.2 and your plotted graph, describe the relationship between period T and paperclip number N.
(b)(iv)Use your Fig. 2.3 graph to estimate T for five paperclips. Show on the graph how you obtained the estimate, and give the answer in seconds.
(c)Suggest one effect on the experiment if the paperclips are not identical.
5054/41/M/J/16Cambridge O Level Physics 5054 · May/June 2016 · Paper 4 variant 1 · Question 2