Student Analysis of a Bouncing Ball
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Students will use a high speed video recorded at 120 frames per second, making measurements directly from the video using one given dimension and a frame-counter overlaid on the video.
- engage in open-ended problem solving to determine what quantities will be needed to solve the problem
- make measurements from a direct measurement video
- use kinematics and projectile motion concepts to solve the problem
- present and defend their solution to peers
Context for Use
Students can work alone, or in small groups. The instructor may want to circulate among groups, or convene the entire class for group discussion at intervals during the activity. If student have some experience analyzing direct measurement videos, this activity should take about 20 minutes.
One way to conduct this activity is for students to work in groups, writing their work on a small white board with dry-erase markers. When students have a solution, they present it to their classmates for discussion. As a class, they evaluate to solution, asking questions for clarification. If there are errors that the presenting group cannot reconcile, another group can present their solution to the class.
Description and Teaching Materials
Here is an example of questions that can guide students through this activity: Student Instructions for Direct Measurement of a Bouncing Ball (Microsoft Word 2007 (.docx) 107kB Oct24 13)
These instructions do not have a high degree of scaffolding. Students are expected to work independently, creatively, and persistently. An instructor may choose to provide hints – but only if absolutely necessary. If students suspect that inaction will be rewarded with aid from the instructor, they may become dependent on the instructor to guide them to the solution. If absolutely necessary, ask students if they can determine ∆y for the ball during its flight. Usually, once students realize that they can, they are well on their way to a solution.
The Ball bouncing video page contains all the available file types for this video.
Students can access this video via the student video library which allows access to all videos for students, without links to instructor materials.
Teaching Notes and Tips
Students can work individually, or in small groups with one computer per group. Alternatively, the video can be projected at the front of the class and the class can collect data (numbers of frames and distances) together, and have students solve the problem on their own.