Linear Oscillatory Motion (Week 12)

Saturday, 19 May 2018

12:16 AM

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Question I 
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Question 2 
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When a mass of (137.0 ± 4.8) g is added to a spring the spring extends (7.21 ± O. 18) cm. The spring is located on Earth and nas a linear mass density ot 1.23 g/m (grams per meter). What is the spring 
constant of the spring? 
18.7 
N/m 
What is the uncertainty in the spring constant, R? You may assume g is known precisely witn no uncertainty. 
0.80 
N/m 
Always remember to present the uncertainty witn the same number of decimal places as the value. 

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Question 3 
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Question 4 
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Question 5 
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Question 6 
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A 299.2 ± 14.8 g mass is hung trom the end Ota spring. The spring is pulled down 2.20 ± 0.30 cm and released. A stopwatch is used to measure the time it takes the spring to oscillate 10 times, IOT, 
(ie trom max height to min height and back to max height ten times). This is repeated another 2 times. The measurements are recorded below. 
trial 1 
trial 2 
trial 3 
What is the period for a single oscillation? 
.61 
Correct 
What is the uncertainty in the period? 
0.018 
Co rrect 
What is the spring constant, R, for the spring? 
10 T (s) 
6.26 
5.91 
6.08 
31.74 
Correct 
N/m 
What is the absolute unceäainty in the spring constant? 
2.44 
N/m 
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Question 3 
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Question 4 
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Question 5 
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Question 6 
Marked out of 1_00 
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A 299.2 ± 14.8 g mass is hung trom the end Ota spring. The spring is pulled down 2.20 ± 0.30 cm and released. A stopwatch is used to measure the time it takes the spring to oscillate 10 times, IOT, 
(ie trom max height to min height and back to max height ten times). This is repeated another 2 times. The measurements are recorded below. 
trial 1 
trial 2 
trial 3 
What is the period for a single oscillation? 
.61 
Correct 
What is the uncertainty in the period? 
0.018 
Co rrect 
What is the spring constant, R, for the spring? 
10 T (s) 
6.26 
5.91 
6.08 
31.74 
Correct 
N/m 
What is the absolute unceäainty in the spring constant? 
2.44 
N/m 

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Question 7 
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In the first pan of the experiment (the direct method) you will be measuring the extension of a spring, x, and the mass, m, hanging from it Which ottne following options will give you a straight line 
grapn Witn a gradient equal to the spring constant, R? 
Select one: 
x axis: gx, y axis: m 
x axis: m, y axis: x 
x axis: m, y axis: gx 
x axis: mg, y axis: x 
x axis: x, y axis: mg 
x axis: x, y axis: m 

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Question 8 
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In the second part ottne experiment (the indirect method) you will be measuring the period, T, ot an oscillation of the spring and the mass hanging trom the spring, m. wnicn of the following options will 
give you a straight line graph witn a gradient equal to the spring constant, R? 
Select one: 
m , y axis: T2 
a. x axis: 
T2, y axis: 2 TT m 
5. x axis: 
T2 y axis: m 
c. x axis 
4 m , y axis: T2 
d. x axis: 
e. x axis: 2 TV m , y axis: T 
T2 y axis: 4Tr2m 
t. x axis 
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Question 8 
Marked out of 200 
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In the second part ottne experiment (the indirect method) you will be measuring the period, T, ot an oscillation of the spring and the mass hanging trom the spring, m. wnicn of the following options will 
give you a straight line graph witn a gradient equal to the spring constant, R? 
Select one: 
m , y axis: T2 
a. x axis: 
T2, y axis: 2 TT m 
5. x axis: 
T2 y axis: m 
c. x axis 
4 m , y axis: T2 
d. x axis: 
e. x axis: 2 TV m , y axis: T 
T2 y axis: 4Tr2m 
t. x axis

 

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