Scientists are preparing two satellites to be launched. The satellite , Space Explorer B, flies 87000 miles in 15 hours. The graph below represents the number of miles.y, that the satellite Space Explorer A, flies in Thours.

To answer the question, we need to compare the rate at which Space Explorer A and Space Explorer B travel.First, let's find the rate of Space Explorer A using the points given in the picture details.Step 1: Calculate the slope of the line representing Space Explorer A's travel.The slope of a line is calculated using the formula: Using the points (5, 41000) and (10, 82000), we can calculate the slope as follows: The slope of 8200 means that Space Explorer A travels 8200 miles per hour.Step 2: Calculate the rate of Space Explorer B.Space Explorer B flies 87000 miles in 15 hours. To find the rate, we divide the total distance by the total time: Answer:Space Explorer A travels at a rate of 8200 miles per hour, while Space Explorer B travels at a rate of 5800 miles per hour.