Kinetic Friction: Seal Slides Down 30° Ramp to Pool

AI Thread Summary
A 25.0 kg seal slides down a 30° ramp, starting from rest at a height of 1.80 m and reaching the water at a speed of 4.90 m/s. The expected final velocity without friction is calculated to be 5.52 m/s, indicating a difference of 0.62 m/s due to friction. To find the coefficient of friction, one must analyze the forces acting on the seal, calculate the force of friction, and then divide it by the normal force. The discussion also includes a reminder to post in the correct thread, as one participant mistakenly responded in an unrelated topic. Understanding these calculations is essential for solving problems involving kinetic friction and motion on inclined planes.
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A 25.0 kg seal at an amusement park slides down a ramp into the pool below. The top of the ramp is 1.80 m higher than the surface of the water and the ramp is inclined at an angle of 30.0° above the horizontal. The seal starts from rest and reaches the water with a speed of 4.90 m/s.
 
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Im assuming you want to solve for the coefficient of friction. Draw a force diagram and identify all your forces and their magnitudes. From there, balance your Fx and Fy forces, and calculate what the final velocity would be without any friction.
(hint: Final velocity with no friction = 5.52m/s)

From there you know the difference in speed was 0.62m/s, so the force of friction accelerated you 0.62m/s in the opposite direction over the same distance. Using some kinematic equations,try find out the force of friction. Once you have that, divide by the normal force on the seal to get the friction coefficient.
 
Need HElp

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Sabrina,

You have posted on some one elses thread. Make sure you start a new thread.
 
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