3. A mass on a spring is at rest on a frictionless surface with an amplitude of 12 cm and a frequency of 4.0 Hz. Determine: a) period T= b) angular velocity, w c) Write the equation for x(t): x(t) = 12 am d) Calculate the position of the mass at 2.6 seconds. e) Graph the motion. (cm) 4. A swinging pendulum moving in SHM completes two cycles every 5.0 s. It moves a total distance of 24 cm during one complete cycle. Determine: a) the amplitude (be careful): b) the angular velocity, o = c) the equation for x(t): x(t) = %3D d) Graph the motion. (cm)
3. A mass on a spring is at rest on a frictionless surface with an amplitude of 12 cm and a frequency of 4.0 Hz. Determine: a) period T= b) angular velocity, w c) Write the equation for x(t): x(t) = 12 am d) Calculate the position of the mass at 2.6 seconds. e) Graph the motion. (cm) 4. A swinging pendulum moving in SHM completes two cycles every 5.0 s. It moves a total distance of 24 cm during one complete cycle. Determine: a) the amplitude (be careful): b) the angular velocity, o = c) the equation for x(t): x(t) = %3D d) Graph the motion. (cm)
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Position vs time for a simple harmonic oscillator help! Thank you!
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3. A mass on a spring is at rest on a frictionless surface with an amplitude of 12 cm and a
frequency of 4.0 Hz. Determine:
a) period T =
b) angular velocity, w =
12 cm
c) Write the equation for x(t): x(t) =
Theeeer
d) Calculate the position of the mass at 2.6 seconds.
e) Graph the motion.
(cm)
4. A swinging pendulum moving in SHM completes two cycles every 5.0 s. It moves a total
distance of 24 cm during one complete cycle. Determine:
a) the amplitude (be careful):
b) the angular velocity, w =.
c) the equation for x(t): x(t) =
d) Graph the motion.
(cm)
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