Final answer:
d) 0.007 AU The average distance of a small natural satellite from the center of a large planet in Astronomical Units (AU) cannot be precisely determined without additional data. An AU represents the average Earth-Sun distance, which is a unit commonly used in astronomical measurements. The question may be referring to a specific known satellite in the solar system.
Step-by-step explanation:
The question asks for the average distance of a small natural satellite from the center of a large planet, expressed in Astronomical Units (AU). An AU is defined as the average distance from the Earth to the Sun, which is about 150 million kilometers. With the information provided, we can't calculate the exact distance without additional specific data regarding the satellite and the planet in question. However, the question seems to be multiple-choice and could be related to a specific satellite in the solar system, such as the Earth's moon or another known satellite, where its average orbital distance is a known value and possible to be expressed in terms of AU.
The average distance of the small natural satellite from the center of the large planet can be calculated using the concept of astronomical units (AU). An AU is the average Earth-Sun distance which is approximately 150 million kilometers. According to the table 4.2, the average distance of the small natural satellite from the center of the large planet is given as 240 of the radii of the Earth. Since the Earth has a radius of about 6,371 kilometers, the average distance can be calculated as:Average Distance = 240 * 6,371 kilometers = 1,529,040 kilometers = 10.2 AUTherefore, the correct option would be d) 0.007 AU