DeShawna and her team gathered data for their ball and recorded it in the table shown at right.

1. What is the rebound ratio for their ball?

   Hint (a):

   Divide a rebound height by a drop height.

   Answer (a):

   The ratio is about $0.83$.

2. Predict how high DeShawna's ball will rebound if it is dropped from $3$ meters.

   Hint (b):

   Multiply the drop height by the ratio.

3. Suppose the ball is dropped and you notice that its rebound height is $60$ cm. From what height was the ball dropped?

   Hint (c):

   Divide the drop height by the ratio.

4. Suppose the ball is dropped from a window $200$ meters up the Empire State Building. What would you predict the rebound height to be after the first bounce?

   Hint (d):

   See part (b).

   Answer (d):

   The rebound height is about $166$ m.

5. How high would the ball rebound after the second bounce? After the third bounce?

   Hint (e):

   Continue multiplying the drop height by the ratio to find the next rebound heights.