Final answer:
The distance to Saturn is eight hundred twenty-one million miles. The difference in orbital periods for Titan and Enceladus can be understood through Kepler's third law; Titan would take longer to orbit Saturn because it is farther away.
Step-by-step explanation:
The distance to Saturn is 821,000,000 miles. In words, this number is written as eight hundred twenty-one million miles. To answer the question about the orbital periods of Titan and Enceladus, we must understand Kepler's third law of planetary motion, which implies that the orbital period of a moon or planet is related to its average distance from the central body.
Titan's average distance from Saturn is 1,222,000 km, and Enceladus's average distance is 238,000 km. Without specific information about the orbital speeds or exact orbital periods, we cannot calculate the precise difference in time it takes for Titan to orbit Saturn compared to Enceladus. However, we can say that based on Kepler's third law, Titan, being farther away from Saturn, would have a significantly longer orbital period than Enceladus.