Use Masses and springs lab from Phet website. Measure the period of a 100 g mass when the spring constant is set to the minumum value Also set damping to zero What is T=?
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- The graph shows the position ve. time for an object undergoing SHM D Choose the points that represent when the object was at equilibrium. ABCDEFGHI Choose the points that represent when the object was at its amplitude. ABCDEFGHISean the Swan is resting on a frictionless surface (see below) and is attached to a spring that is initially held at rest, compressed by 15 cm. Then the Sean and the spring are released, and as a result Sean makes 20 oscillations in 30 seconds. elll Xmin Xeq=0 Xmax What is the frequency of oscillation?if we know that 200 gm can make an elongation of a spring by 10 cm , then the spring made 5 cm extra . calculate : a- spring constant b- the time period and frequency c- the maximum acceleration d- the velocity at equilibruim
- A 48 kg block on a horizontal surface is attached to a 153 N/M Spring. The block is exhibiting SHM with an amplitude of 3.4 M. The surface is frictionless use this to fill in the table. Help plsFlag quest Calculate acceleration due to gravity of a simple pendulum of mass 10 kg suspended on 7.6 m wire oscillating with the frequency of 10 Hz. Provide your answer in Sl units. Answer: Choose...3. Below given figure shows a simple oscillator with damping. In this, a mass m is attached to a spring (spring constant k) and a damper with damping force proportional to -bv. The spring and the damper are attached to the walls on the opposite sides of the mass (see Figure). The oscillator can be driven either by moving an attachment point on the damper (Case I) or the end of the spring (Case II). In both cases, the position of the attachment point as a function of time is s(t) = so cos(wat). For BOTH of the above cases, answer each of the following questions. (i). Write the equations of motion of the mass m. (ii). Find the amplitude of steady state solution in terms of given parameters. P Figure: Two weays dn've an oiilator Cae I: mwwo m to Sct) cale II!