Straight wooden stick has mass M=0.70kg, Length L=3.0m, uniform cross-section A=16cm2, and constant density has a small mass m=0.30kg attached to its one end. The stick is partially submerged in water (density =1,010kg/m3). While in equilibrium, the stick will float in a vertical position with large part of it submerged. The stick is then pushed down by distance ymax =40cm from the equilibrium and released. Find the period of the oscillations of this system. State your answer to the nearest 0.01s. Assume no drag forces are acting in this situation. Take g=9.8m/s2
Straight wooden stick has mass M=0.70kg, Length L=3.0m, uniform cross-section A=16cm2, and constant density has a small mass m=0.30kg attached to its one end. The stick is partially submerged in water (density =1,010kg/m3). While in equilibrium, the stick will float in a vertical position with large part of it submerged. The stick is then pushed down by distance ymax =40cm from the equilibrium and released. Find the period of the oscillations of this system. State your answer to the nearest 0.01s. Assume no drag forces are acting in this situation. Take g=9.8m/s2
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Straight wooden stick has mass M=0.70kg, Length L=3.0m, uniform cross-section A=16cm2, and constant density has a small mass m=0.30kg attached to its one end. The stick is partially submerged in water (density =1,010kg/m3). While in equilibrium, the stick will float in a vertical position with large part of it submerged. The stick is then pushed down by distance ymax =40cm from the equilibrium and released. Find the period of the oscillations of this system. State your answer to the nearest 0.01s.
Assume no drag forces are acting in this situation. Take g=9.8m/s2
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