A spring with the spring constant value of 200 N/m is fixed at one end, and a 2.00 kg massis attached to the other end. The mass is pulled 10.0 cm from equilibrium and released. Asthe mass first passes through the x = 0 position, a stopwatch is started. i. Calculate the angular frequency and period of the mass’s motion? ii. What is the equation of motion x(t) for the mass? iii. Calculate the mass's velocity and acceleration at t = 1.50 s?

icon
Related questions
Question
A spring with the spring constant value of 200 N/m is fixed at one end,
and a 2.00 kg massis attached to the other end. The mass is pulled 10.0
cm from equilibrium and released. Asthe mass first passes through the x
0 position, a stopwatch is started.
i. Calculate the angular frequency and period of the mass's motion?
ii. What is the equation of motion x(t) for the mass?
iii. Calculate the mass's velocity and acceleration at t= 1.50 s?
Transcribed Image Text:A spring with the spring constant value of 200 N/m is fixed at one end, and a 2.00 kg massis attached to the other end. The mass is pulled 10.0 cm from equilibrium and released. Asthe mass first passes through the x 0 position, a stopwatch is started. i. Calculate the angular frequency and period of the mass's motion? ii. What is the equation of motion x(t) for the mass? iii. Calculate the mass's velocity and acceleration at t= 1.50 s?
Expert Solution
steps

Step by step

Solved in 2 steps with 2 images

Blurred answer