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When the block is displaced up or down, calculate the frequency of the oscillation. HELP 2...
A 2.8 ?? block attached to a massless spring and is displaced 35
?? by a force of 927.5 ? across a smooth floor. The box is then let
go and undergoes simple harmonic motion. Determine, a. The maximum
acceleration of the block. b. The period of oscillation. c. The
angular frequency. d. The speed at equilibrium. e. The velocity at
? = 16.2 ?�
In a spring block system the oscillation frequency is 4.00 Hz. If the oscillation amplitude is 0.400 m, determine the position, speed and acceleration at t = 0.500 s
An oscillation of a block was started by pulling the block by 2.5 cm down and then released, the period measured was 0.25s. If you take the spring and block to a space station where you feel weightless and measure the period, how would oscillation change? Slower (higher period), faster (lower period), or stay the same? What if you were on the surface of the moon where you only feel 1% of your body weight here on earth?
An oscillation of a block was started by pulling the block 2.5 cm down and then released. The period is measured to be 0.25 s. If the oscialltion was restarted by pulling the block 1cm and thenr eleasing it, what would be the period? why? I believe the period would be the same, I just need an explanation!
Please don't forget Part B.
3. A wooden cube floats on water as shown in the figure. A small force is applied from the top pushing it down by a distance xo and then released. The block is observed to bob up and down. After 100 bobs, the amplitude dies down to 10% of the initial displacement xo Let A- Area of face, h- submerged depth and x-0 at the water surface (see Fig) wood block water a) Ignoring the...
The period of oscillation of a block of mass 100g hung from a spring is 0.2 s. What would be the period if we replace the block with another block of mass 400g? How would the frequency change? I need help as to what formula I should use. If you can explain how to get the new period!
A spring is hung from the ceiling. When a block is attached to its end, it stretches 2.0 cm before reaching its new equilibrium length. The block is then pulled down slightly and released. What is the frequency of oscillation?
13) Find a period of oscillation of this physical pendulum. M1 = 0.5 kg , L1 = 1.00 m M2 = 1.0 kg, R2 = 20 cm, a solid disk 14). Describe the oscillation ( complete an expression x(t) for that oscillation). An object being displaced on the frictionless table to the left from equilibrium position at distance 0.3 m while it moving to the left with a speed 0.6 m/s. Coefficient of spring 100 N/m, and mass of the...
determine how much resonance frequency is different from the natural oscillation frequency (1kHz) when the damping factor is 400/s