Part A The graph of displacement vs. time for a small mass m at the end of a spring is shown in the figure (Figure 1). At t = 0, x = 0.43cm. If m = 8.5 g , find the spring constant, k. Express your answer using two significant figures. k = 0.70 N/m Submit Previous Answers Correct Part B Write the equation for displacement x as a function of time t, where t in seconds. Figure x = (0.43 cm) · cos(9.1 ·t +1.0) 1 of 1 x = (0.82 cm) · cos(9.1 ·t +1.0) x = (0.82 cm) · cos(9.1 ·t – 1.0) 0.82 cm 0.82 cm 0.43 cm O x= (0.43 cm) · cos(9.1 ·t – 1.0) Submit Previous Answers Request Answer -0.69 s-

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need help with part b pls

Part A
The graph of displacement vs. time for a small mass m
at the end of a spring is shown in the figure (Figure 1). At
t = 0, x = 0.43cm.
If m = 8.5 g , find the spring constant, k.
Express your answer using two significant figures.
k = 0.70 N/m
Submit
Previous Answers
Correct
Part B
Write the equation for displacement x as a function of time t, where t in seconds.
Figure
(0.43 cm) · cos(9.1 · t+1.0)
• COS
1 of 1
(0.82 cm) · cos(9.1 ·t+1.0)
(0.82 cm) · cos(9.1·t – 1.0)
x =
0.82 cm
0.82 cm
(0.43 cm) · cos(9.1·t – 1.0)
x =
0.43 cm
Submit
Previous Answers Request Answer
0.69 s-
-!--
Transcribed Image Text:Part A The graph of displacement vs. time for a small mass m at the end of a spring is shown in the figure (Figure 1). At t = 0, x = 0.43cm. If m = 8.5 g , find the spring constant, k. Express your answer using two significant figures. k = 0.70 N/m Submit Previous Answers Correct Part B Write the equation for displacement x as a function of time t, where t in seconds. Figure (0.43 cm) · cos(9.1 · t+1.0) • COS 1 of 1 (0.82 cm) · cos(9.1 ·t+1.0) (0.82 cm) · cos(9.1·t – 1.0) x = 0.82 cm 0.82 cm (0.43 cm) · cos(9.1·t – 1.0) x = 0.43 cm Submit Previous Answers Request Answer 0.69 s- -!--
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We will use the concept of initial condition to solve this problem.

The general form of the equation is,

x=Asin ωt+ϕWhere,A-Maximum amplitudeϕ-Phase difference

 

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