A cyclist travels along a straight, flat road. At first, the cyclist accelerates from rest. After a while, the cyclist reaches a constant (terminal) velocity. Eventually, the cyclist stops pedalling and the bicycle slows down to a stop. Describe and explain the motion of the cyclist during each of these three stages, referring to the forces acting at each stage.
Written & reviewed by James Millett — Biology (Imperial College London), PGCE Science (University of Cambridge).
Model answer (5 marks)
During the first stage the cyclist pedals, producing a driving force that exceeds the resistive forces of friction and air resistance. The resultant force is therefore in the direction of motion and the cyclist accelerates.
In the second stage the cyclist has reached a constant (terminal) velocity. Here the driving force equals the resistive forces, giving a net force of zero. The cyclist moves at a steady speed.
In the final stage the cyclist stops pedalling, so the driving force becomes zero. The resistive forces alone act, giving a resultant force opposite to the motion. This causes the cyclist to decelerate and eventually come to rest. Throughout the ride work is done against the resistive forces, converting kinetic energy into heat and sound.
In the second stage the cyclist has reached a constant (terminal) velocity. Here the driving force equals the resistive forces, giving a net force of zero. The cyclist moves at a steady speed.
In the final stage the cyclist stops pedalling, so the driving force becomes zero. The resistive forces alone act, giving a resultant force opposite to the motion. This causes the cyclist to decelerate and eventually come to rest. Throughout the ride work is done against the resistive forces, converting kinetic energy into heat and sound.
Examiner tips
- Use the term ‘driving force’ for pedalling and ‘resistive forces’ for friction/air resistance. Show the direction of the resultant force for each stage. Mention the energy transfer to heat/sound to earn the extra point.
Common mistakes
- Confusing the direction of the resultant force during acceleration. Forgetting to state that the driving force is zero when the cyclist stops pedalling. Not linking the resistive forces to the deceleration in the final stage.
Mark scheme (5 marks)
- During acceleration, the driving force (from pedalling) is greater than the resistive forces (friction/air resistance), so there is a resultant force in the direction of motion.
- At constant (terminal) velocity, the driving force equals the resistive forces, so the resultant force is zero.
- When the cyclist stops pedalling, the driving force becomes zero, so the resistive forces produce a resultant force opposing motion.
- This resultant resistive force causes the cyclist to decelerate (slow down).
- Work is done against the resistive forces throughout the journey, transferring kinetic energy to heat/thermal energy (and sound).
Related
- All Eduqas A-Level Physics revision notes →
- How to answer a "Describe and explain" question →
- Decode the mark scheme abbreviations →
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