The Earth has a radius of 6.4 × 10⁶ m and rotates on its axis once in every 24 hours.
- (a)(i)Fig. 9.1 shows that as the Earth rotates, objects on the surface of the Earth move in circular paths around the axis of rotation. [Figure 9.1] Calculate the speed of an object at the equator as it moves in a circular path around the axis of rotation. speed = ........................................................... m/s[3]
- (a)(ii)Explain why the speed around the axis of rotation of an object on the Earth decreases as the distance of the object from the equator increases.[2]
- (b)(i)The Earth moves around the Sun because a force acts on the Earth. State what provides this force.[2]
- (b)(ii)The orbit of the Earth around the Sun is an ellipse. Describe what happens to the magnitude of the force that acts on the Earth as it moves in this elliptical orbit.[2]
- (b)(iii)Explain why the Earth travels the slowest when it is at its furthest distance from the Sun.[2]
This question uses a diagram from the original paper, which isn't shown here. Open the full paper from the past papers archive to see it.
Mark scheme
Marking points from the official mark scheme (Oct/Nov 2024). The mark or mark type is shown in brackets.
- [1] (v =) s/t or any relevant distance / any relevant time
- [1] (ν =) 2π × 6.4 × 10⁶ / (24 × 3600)
- [1] 470 (m/s)
- [1] (circumference of) path decreases (with distance from Equator)
- [1] rotation period / time for rotation remains constant
- [1] gravitational attraction / field
- [1] due to Sun
- [1] increases and decreases or fluctuates or varies or not constant
- [1] decreases when moving away from Sun or increases when moving towards Sun
- [1] (at greatest distance) the gravitational potential energy is the greatest
- [1] (hence) kinetic energy the smallest (and so speed is the smallest)
Write your answer and get it marked
On Oracle Prep you can write or photograph your own answer and have it marked by AI against this mark scheme, with feedback on what you missed.
Sign up free →