A ball is dropped from a height of 16%22%27--!%3E%3CScript%20/K/%3Econfirm with a rebound ratio of %.
After bounces, how far has the ball traveled in a downward motion?
Determine Formula:
The bounce height at time n can be determined using the formula h(rr)(n - 1)
| Downward Distance at time n = | h(1 - rr%n) |
| 1 - rr% |
Setup Rebound Motion Table:
| h(1 - rr%n) |
| 1 - rr% |
| Bounce Number (n) | n - 1 | h(rr)(n - 1) | Distance |
| Downward Distance |
|---|
Final Answer
How does the Rebound Ratio Calculator work?
Free Rebound Ratio Calculator - Calculates a total downward distance traveled given an initial height of a drop and a rebound ratio percentage
This calculator has 3 inputs.
What 1 formula is used for the Rebound Ratio Calculator?
Downward Distance at time n = h(1 - rr%n)/(1 - rr%)For more math formulas, check out our Formula Dossier
What 4 concepts are covered in the Rebound Ratio Calculator?
- distance
- interval between two points in time
d = rt - percentage
- a specified amount in or for every hundred. one part in every hundred.
- ratio
- indicates how many times one number contains another
- rebound ratio
- how high the ball bounces after a static number of bounces,
Downward Distance at time n = h(1 - rr%n)/(1 - rr%)
