include diagram/drawing A solid sphere of mass m = 2.70 g and radius R = 1.00 cm, is attached to one end of a vertical spring. Theother end of the spring is fixed to the bottom of a tank filled with a fluid density pfluid 1270 kg/m³. Thespring has a natural length L = 8.00 cm and a force constant k = 26.0 N/m. The sphere is submerged in thefluid and comes to rest in equilibrium, with the spring stretched by an amount x. (this problem originally said 27grams but that was corrected to 2.7 g)GAZEA. Draw a force diagram and use it to calculate the equilibrium position of the sphere.B. Now, the sphere is pulled down slightly and released. Assuming that the motion of the sphere is asimple harmonic motion, derive the expression for the time period of oscillation. (hint, remember thedifferential equation for the regular spring problem we did in class.)C. Discuss how the time period of oscillation would change if the density of the fluid is increased.

Name: include diagram/drawing A solid sphere of mass m = 2.70 g and radius R
Uploaded: 2024-03-20T06:51:10.000Z
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Description: include diagram/drawing A solid sphere of mass m = 2.70 g and radius R = 1.00 cm, is attached to one end of a vertical spring. Theother end of the spring is fixed to the bottom of a tank filled with a fluid density pfluid 1270 kg/m³. Thespring has a

Answered: Image /qna-images/answer/3978e51c-b689-431b-9a1a-65aef4938063.jpgThe equilibrium position is X=1mm+8cm=8.1 cm(a) The equilibrium position is 8.1 cm from the bottom (c)The required expression is,