How long does it take for the Earth to complete one full revolution around the Sun, relative to distant stars?
Answer
365 days, 6 hours, and approximately 9 minutes
The time taken for one full revolution defines the length of our year, measured by reference to distant stars, resulting in the fraction that necessitates a leap year.
Related Questions
What term describes the motion of an object tracing a curved path around a larger body due to gravity?What shape does the Earth follow as its path of revolution around the Sun?What is the specific term for the point in Earth's revolution when it is farthest from the Sun?What causes the Earth to have an equatorial bulge, making it an oblate spheroid?How long does it take for the Earth to complete one full revolution around the Sun, relative to distant stars?Which measure of a day is shorter because it measures rotation $360$ degrees relative to the distant, fixed celestial reference frame?What long-term, slow wobble of the Earth's axis takes approximately $26,000$ years to complete a cycle?The apparent shift in the positions of nearby stars over months, used to verify Earth's orbit, is known as what?The Coriolis effect causes objects moving long distances in the Southern Hemisphere to veer in which direction?What causes the true solar day to lengthen slightly when Earth is near perihelion?