Ally and Brett decide to go jogging along a two-mile straight path at a nearby park. Ally starts jogging before Bret does. Sometime after Ally starts jogging, Brett begins jogging from the same starting point and along the same path
as Ally. Each is jogging at a constant rate. Which of the following statements about Ally's jogging rate and Brett's
jogging rate must be true?
If Brett's constant rate is greater than Ally's constant rate, he may catch up to Ally before she
reaches the end of the two-mile path.
)
If Brett's constant rate is equal to Ally's constant rate,
the end of the two-mile path.
ay catch up to Ally before she reaches
If Brett's constant rate is less than Ally's constant rate, he may catch up to Ally before she reaches
the end of the two-mile path.
At any constant rate Brett jogs, he will not catch up to Aly before she reaches the end of the two-
mile path