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Kepler’s law of areas can be understood as a consequence of:
  • a)
    conservation of angular momentum
  • b)
    conservation of mass
  • c)
    conservation of energy
  • d)
    conservation of linear momentum
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Kepler’s law of areas can be understood as a consequence of:a)co...
Conservation of angular momentum:
L= 2m dA/dt
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Kepler’s law of areas can be understood as a consequence of:a)co...
Kepler is a NASA mission that has the goal of discovering Earth-sized planets orbiting other stars. It was launched in 2009 and uses a space telescope to observe a specific region of the Milky Way galaxy. Kepler detects planets by measuring the tiny decrease in brightness that occurs when a planet passes in front of its host star, known as a transit. This method allows scientists to determine the size and orbit of the planet.

Over the course of its mission, Kepler has discovered thousands of exoplanets, some of which are in the habitable zone – the region around a star where conditions might allow for liquid water to exist on a planet's surface. These discoveries have greatly expanded our understanding of the prevalence and diversity of planets beyond our solar system.

In 2018, the Kepler spacecraft ran out of fuel and officially retired from its planet-hunting mission. However, the data it collected during its nine years of operation continue to be analyzed by scientists, and new exoplanets are still being discovered from the Kepler dataset. Kepler's legacy in the field of exoplanet research is significant, and it has paved the way for future missions like the Transiting Exoplanet Survey Satellite (TESS) and the James Webb Space Telescope (JWST) to further explore and study exoplanets.
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Kepler’s law of areas can be understood as a consequence of:a)co...
Conservation of angular momentum.
L= 2m dA/dt
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Kepler’s law of areas can be understood as a consequence of:a)conservation of angular momentumb)conservation of massc)conservation of energyd)conservation of linear momentumCorrect answer is option 'A'. Can you explain this answer?
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