Solution: A
2007_F_ma_Exam__Problem_19Concepts:
- Conservation of energy
- Spring potential energy
Hi Kevin, I tried using a different approach for this problem where I drew the forces acting on the block and equated the spring force to the mgsin(30) component of gravity that is parallel to the slope. However, when using this method I don’t get any of the answers that are listed, including the correct one. I was wondering why this method doesn’t work, and if it does, where I went wrong.
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1D elastic collision 1D inelastic collision 5 kinematics equations Angular kinematics Atwood machine Buoyant force Circular motion Circular orbits Conservation of angular momentum Conservation of energy Conservation of linear momentum Dimensional analysis Effective spring constant Elliptical orbits Energy dissipation Error propagation Fictitious forces Fma: Collisions Fma: Dynamics Fma: Energy Fma: Fluids Fma: Gravity Fma: Kinematics Fma: Oscillatory Motion Fma: Other Fma: Rigid Bodies Fma: System of Masses Forces in mechanics Free fall Inclined plane Kinetic energy Limiting cases Mass-spring system Moments of inertia Motion graphs Newton's laws Power Projectile motion Relative velocity Rolling motion Simple harmonic motion Statics Torque Torque from weight Work-energy theorem
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