Six original Cambridge-style questions on energy stored, the force-extension graph, and elastic versus plastic behaviour.
State how the work done in stretching a spring can be found from its force-extension graph.
A spring of constant 300 N m⁻¹ is stretched by 0.080 m. Find the elastic potential energy stored.
A force-extension graph for a spring is a straight line reaching 20 N at an extension of 0.050 m. Find the energy stored at this extension.
A spring obeying Hooke law stores 4.5 J of energy when stretched by 0.30 m. Find its spring constant.
Explain why, when a wire is stretched beyond its elastic limit and the load removed, the energy recovered is less than the work done in stretching it.
A catapult's stretched elastic stores 8.0 J of elastic potential energy. It launches a 0.040 kg stone. Assuming all the stored energy becomes kinetic energy, find the launch speed.
Mark this once you have attempted all six and checked your working. It records a Practiced badge on the topic and adds a one-time bonus. Revealing the solutions alone does not count.