A snowboarder starts from rest and slides down a \(32^\circ\) incline that’s \(75 \, \text{m}\) long.(a) If the coefficient of friction is \(0.12\), what is the snowboarder’s speed at the base of the incline? , (b) At the foot of the incline the snow levels off and has the same coefficient of friction. Using only energy find how far the snowboarder travels along the level surface. :

\(v_x \approx 25\,\text{m/s}\) \(\Delta x \approx 2.7\times10^{2}\,\text{m}\)

A snowboarder starts from rest and slides down a \(32^\circ\) incline that's \(75 \, \text{m}\) long. If the coefficient of friction is \(0.12\), what is the snowboarder's speed at the base of the incline? • Nerd Notes

AP Physics 1

3.4 Conservation of Energy

3.3 Potential Energy

3.2 Work

3.1 Translational Kinetic Energy

2.7 Kinetic and Static Friction

Multi-Unit

AdvancedFRQMathematical16.1k

A snowboarder starts from rest and slides down a \(32^\circ\) incline that’s \(75 \, \text{m}\) long.

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