Nate went on a trip, and he used a table of values to repeatedly record the time he had been traveling and the distance from his starting point. The function represented by the table of values is linear, and the rate of change is 50 miles per hour. Which of these statements is correct?
With any pair of values for time and distance, it is possible for Nate to determine the initial value by repeatedly adding 50, if necessary.
With any pair of values for time and distance, it is possible for Nate to determine the initial value by repeatedly subtracting 50, if necessary.
With any pair of values for time and distance, it is possible for Nate to determine the initial value by repeatedly multiplying by 50, if necessary.
With any pair of values for time and distance, it is possible for Nate to determine the initial value by repeatedly dividing by 50, if necessary.
