pendulum period

by starfish794
Tags: pendulum, period
starfish794 is offline
Nov19-06, 06:54 PM
P: 16
An aluminum clock pendulum having a period of 1.20 s keeps perfect time at 20.0C. When placed in a room at a temperature of 1C, how much time will it gain every hour?

I used T=2pi*squareroot(x/9.8) and solved for x to be .357823847 as the length of the pendulum. Then I plugged that into delta L = (alpha)(Lo)(delta T) and found the change in L to be 0.000163168. I subtracted 0.000163168 from .357823847. Then I used T=2pi*squareroot(L/g) to find the period with the new length and got 1.199726369 so that the difference between the original period and the new period would be .000273631.

I don't understand why this is the wrong answer. Did I do it correctly and just make a math error?
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Integral is offline
Nov19-06, 07:21 PM
Integral's Avatar
P: 7,291
What is your answer to the question? You have computed the difference in time for 1 oscillation of the pendulum. Now you need to find the error over 1 hour.

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