the moon travels about 1.42 * 10^7 meters of its orbit in one twenty-four hour period. which of the following is the most reasonable estimate for the distance the moon travels around the earth in 27 days?
To estimate the distance the moon travels around the Earth in 27 days, we need to determine the distance the moon travels in one day and then multiply it by the number of days in the given period.
Given that the moon travels approximately 1.42 * 10^7 meters in a 24-hour period, we can calculate the distance the moon travels in one day by dividing this value by 24:
1.42 * 10^7 meters รท 24 hours = 5.92 * 10^5 meters per hour
To find the total distance the moon travels in 27 days, we multiply the distance traveled in one day by the number of days:
5.92 * 10^5 meters per hour * 24 hours/day * 27 days = 3.04 * 10^8 meters
Therefore, the most reasonable estimate for the distance the moon travels around the Earth in 27 days is approximately 3.04 * 10^8 meters.