Orbits and satellites Knowledge-Based Practice

Physics · Forces & Newton's Laws · Physics · Circular Motion & Gravitation

10 Physics practice questions on Orbits and satellites. Questions that assess core concepts and understanding.

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Questions

  1. 1.

    A satellite moves in a circular orbit at an altitude equal to Earth's radius, RR. If the gravitational acceleration at Earth's surface is gg, what is the gravitational acceleration of the satellite at this orbital altitude?

    • A) g/4g/4
    • B) g/2g/2
    • C) gg
    • D) 0
  2. 2.

    A satellite travels in a circular orbit around a planet with an orbital speed vv. What is the minimum speed the satellite must attain at its current location to completely escape the gravitational pull of the planet?

    • A) v2\frac{v}{\sqrt{2}}
    • B) vv
    • C) 2v\sqrt{2}v
    • D) 2v2v
  3. 3.

    A satellite of mass mm moves at a constant speed in a circular orbit of radius rr around a planet of mass MM. How much work is done by the gravitational force on the satellite during one complete orbit?

    • A) −GMmr-\frac{GMm}{r}
    • B) 2πGMmr\frac{2\pi GMm}{r}
    • C) GMm2r\frac{GMm}{2r}
    • D) 0
  4. 4.

    A satellite travels in an elliptical orbit around a planet. As the satellite moves from its closest point to the planet (perigee) toward its farthest point (apogee), how do its orbital speed and its angular momentum about the planet's center change?

    • A) The orbital speed increases, and the angular momentum remains constant.
    • B) The orbital speed decreases, and the angular momentum remains constant.
    • C) The orbital speed decreases, and the angular momentum decreases.
    • D) The orbital speed remains constant, and the angular momentum decreases.
  5. 5.

    Which condition must be met for an artificial satellite to maintain a geostationary orbit around Earth?

    • A) It must orbit over Earth's poles from north to south with an orbital period of 12 hours.
    • B) It must orbit in Earth's equatorial plane from west to east with an orbital period of 24 hours.
    • C) It must orbit at an arbitrary inclination angle from east to west with an orbital period of 24 hours.
    • D) It must orbit along a fixed line of longitude from north to south with an orbital period of 48 hours.
  6. 6.

    An astronaut aboard a spacecraft in a circular orbit around Earth experiences apparent weightlessness. Which statement correctly explains why the astronaut floats freely inside the spacecraft?

    • A) Earth's gravitational force is completely shielded by the hull of the spacecraft.
    • B) Both the astronaut and the spacecraft are in continuous free fall toward Earth with the same acceleration.
    • C) The spacecraft orbits at an altitude where Earth's gravitational pull has dropped to zero.
    • D) The high forward speed of the spacecraft exactly cancels the downward pull of gravity.
  7. 7.

    Two artificial satellites, A and B, orbit the same planet in identical circular orbits. If satellite B has three times the mass of satellite A, which statement correctly compares their orbital speeds?

    • A) Satellite B travels with three times the orbital speed of satellite A.
    • B) Satellite B travels with one-third the orbital speed of satellite A.
    • C) Satellite B travels with 3\sqrt{3} times the orbital speed of satellite A.
    • D) Satellite B travels with the same orbital speed as satellite A.
  8. 8.

    A satellite of mass mm orbits a planet of mass MM in a stable circular path of radius rr. What is the ratio of the satellite's kinetic energy to the magnitude of its gravitational potential energy, K∣U∣\frac{K}{|U|}?

    • A) 12\frac{1}{2}
    • B) 11
    • C) 22
    • D) 14\frac{1}{4}
  9. 9.

    A satellite moves in a stable circular orbit of radius rr around a planet of mass MM with an orbital period TT. If the satellite's orbital radius is increased to 4r4r, what is its new orbital period in terms of TT?

    • A) 2T2T
    • B) 4T4T
    • C) 8T8T
    • D) 16T16T
  10. 10.

    Two artificial satellites, X and Y, orbit Earth in concentric circular paths of radii rr and 4r4r, respectively. If satellite X moves with an orbital speed vv, what is the orbital speed of satellite Y?

    • A) 2v2v
    • B) v2\frac{v}{2}
    • C) v4\frac{v}{4}
    • D) 4v4v

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