Raven stands on the lawn, arms out at shoulder height. A tennis ball in one hand, a rolled sock in the other.
"Predict," she says. Rocket kneels below with the timer. "The ball lands first. It is heavier."
Nova hovers by Raven's hand. "Watch closely. And listen."
Raven lets go of both at once. Two soft thumps, almost one sound.
"Again," Rocket says, frowning. Three more drops. Each time the thumps land together.
"What do you notice?" Raven asks.
"My prediction was wrong," Rocket says. "Heavy and light fell together. Just like the hammer and the feather."
Today you run two tests. First, you drop a tennis ball and a rolled sock together and see which lands first.
Second, you time the tennis ball falling from two heights: knee height and shoulder height.
Predict both results before you start. Then let the drops decide.
| Test | My prediction | Trial 1 | Trial 2 | Trial 3 | Result or average |
|---|---|---|---|---|---|
| Ball and sock together, shoulder height | |||||
| Ball alone from knee height (seconds) | |||||
| Ball alone from shoulder height (seconds) |
The ball and the sock most likely landed together, or so close you could not tell. That matches the physics text.
Both are small and fall a short way, so air resistance barely matters. Gravity speeds them up the same.
The shoulder height fall should have taken a little longer than the knee height fall. It had farther to go.
Your times will be short, well under one second, and will wobble. Hand timing cannot catch tenths of a second well.
That is why you averaged. Scientists repeat trials for exactly this reason, and they report how much the numbers varied.
| What the lab shows | True or false? |
|---|---|
| The heavier tennis ball landed long before the rolled sock. | ? |
| A fall from shoulder height takes longer than a fall from knee height. | ? |
| Hand timing of a short fall is exact to the hundredth of a second. | ? |
| Gravity sped up the ball and the sock by the same amount. | ? |
Careful dropping. Tomorrow you will read NASA's table of how hard each planet pulls.