Orbits and orbital speed (v = 2πr / T)
11th grade (Year 12 in England) · 16 questions · Common Core: NGSS.HS-ESS1-4, NGSS.HS-PS2-4 · England: GCSE Physics: Space physics (orbital motion)
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Question 1
The International Space Station orbits at a radius of about 6780 km from Earth's centre, taking 92 minutes per orbit. What is its orbital speed, in km/s? (v = 2πr ÷ T; give 1 decimal place)
Answerkm/s
Question 2
The Moon takes about 27 days to orbit Earth, but the ISS takes about 90 minutes. Why the difference?
- A. The ISS has no mass
- B. The Moon orbits a different planet
- C. The Moon is pushed by the Sun
- D. The ISS orbits much closer, so it must move faster around a much shorter path
Question 3
Orbits: which statement is NOT true?
- A. A satellite in a circular orbit has a constant velocity.
- B. The Moon is a natural satellite of the Earth.
- C. Astronauts on the ISS feel weightless because they are in free fall around Earth.
- D. Gravity provides the force that keeps planets and satellites in orbit.
Question 4
The International Space Station orbits at a radius of about 6780 km from Earth's centre, taking 92 minutes per orbit. What is its orbital speed, in km/s? (v = 2πr ÷ T; give 1 decimal place)
Answerkm/s
Question 5
A satellite moves at a steady speed in a circular orbit. Why is it accelerating?
- A. It is not accelerating
- B. Its speed increases every orbit
- C. Its direction is always changing, so its velocity changes
- D. Its engines are always on
Question 6
Orbits: which statement is NOT true?
- A. There is no gravity at the height of the ISS.
- B. The Moon is a natural satellite of the Earth.
- C. Astronauts on the ISS feel weightless because they are in free fall around Earth.
- D. The force on an orbiting object points towards the centre of the orbit.
Question 7
A geostationary satellite orbits at a radius of about 42160 km from Earth's centre, taking 1436 minutes per orbit. What is its orbital speed, in km/s? (v = 2πr ÷ T; give 1 decimal place)
Answerkm/s
Question 8
How does orbital speed change for a smaller (lower) stable orbit?
- A. It must move faster
- B. It must move slower
- C. Speed does not depend on radius
- D. It stops
Question 9
Orbits: which statement is NOT true?
- A. Gravity provides the force that keeps planets and satellites in orbit.
- B. A satellite in a circular orbit has a constant velocity.
- C. The force on an orbiting object points towards the centre of the orbit.
- D. The Moon is a natural satellite of the Earth.
Question 10
The International Space Station orbits at a radius of about 6780 km from Earth's centre, taking 92 minutes per orbit. What is its orbital speed, in km/s? (v = 2πr ÷ T; give 1 decimal place)
Answerkm/s
Question 11
How does orbital speed change for a smaller (lower) stable orbit?
- A. It must move slower
- B. Speed does not depend on radius
- C. It stops
- D. It must move faster
Question 12
Orbits: which statement is NOT true?
- A. There is no gravity at the height of the ISS.
- B. The Moon is a natural satellite of the Earth.
- C. Astronauts on the ISS feel weightless because they are in free fall around Earth.
- D. Gravity provides the force that keeps planets and satellites in orbit.
Question 13
A GPS satellite orbits at a radius of about 26560 km from Earth's centre, taking 718 minutes per orbit. What is its orbital speed, in km/s? (v = 2πr ÷ T; give 1 decimal place)
Answerkm/s
Question 14
Why are geostationary satellites useful for TV broadcasts?
- A. They do not move
- B. They orbit once every 24 hours, so they stay above the same point on Earth
- C. They pass over the poles
- D. They orbit very close to the ground
Question 15
Orbits: which statement is NOT true?
- A. A satellite in a circular orbit has a constant velocity.
- B. The force on an orbiting object points towards the centre of the orbit.
- C. Astronauts on the ISS feel weightless because they are in free fall around Earth.
- D. The Moon is a natural satellite of the Earth.
Question 16
A geostationary satellite orbits at a radius of about 42160 km from Earth's centre, taking 1436 minutes per orbit. What is its orbital speed, in km/s? (v = 2πr ÷ T; give 1 decimal place)
Answerkm/s
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