A 3.8 kg block is attached to a vertical spring with spring constant 18 N/m. At one instant, the block is at 5.4 cm above equilibrium and has velocity 30 cm/s. 8.0 m x = 0 A) Determine the amplitude of the oscillation. B) One end of a 60 g string is tied to the block and the other end to a pole as shown in the above figure. The string is 8.0 m long. The oscillation of the block produces a wave of wavelength 0.6 m travels in the +x direction along the sting. What is the tension of the string? C) At x = 0.80 m and t = 0, D(0.8,0) is a crest. Write a complete expression (in terms of sine function) for the displacement of the string as a function of position x and t in Sluni %3D ww

icon
Related questions
Question
A 3.8 kg block is attached to a vertical
spring with spring constant 18 N/m. At one
instant, the block is at 5.4 cm above
equilibrium and has velocity 30 cm/s.
8.0 m
X = 0
A) Determine the amplitude of the
ocillation.
B) One end of a 60 g string is tied to the
block and the other end to a pole as shown
in the above figure. The string is 8.0 m long.
The oscillation of the block produces a
wave of wavelength 0.6 m travels in the +x
direction along the sting. What is the
tension of the string?
C) At x = 0.80 m and t = 0, D(0.8,0) is a
crest. Write a complete expression (in terms
of sine function) for the displacement of the
string as a function of position x and t in Sunit
www
Transcribed Image Text:A 3.8 kg block is attached to a vertical spring with spring constant 18 N/m. At one instant, the block is at 5.4 cm above equilibrium and has velocity 30 cm/s. 8.0 m X = 0 A) Determine the amplitude of the ocillation. B) One end of a 60 g string is tied to the block and the other end to a pole as shown in the above figure. The string is 8.0 m long. The oscillation of the block produces a wave of wavelength 0.6 m travels in the +x direction along the sting. What is the tension of the string? C) At x = 0.80 m and t = 0, D(0.8,0) is a crest. Write a complete expression (in terms of sine function) for the displacement of the string as a function of position x and t in Sunit www
Expert Solution
trending now

Trending now

This is a popular solution!

steps

Step by step

Solved in 3 steps

Blurred answer
Similar questions
  • SEE MORE QUESTIONS