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In this calculus activity, learners use a classic problem of geometrical probability to find an important mathematical constant (pi). Learners explore Buffon’s needle problem (which asks the probability of a needle hitting a line if it is thrown at a group of evenly spaced parallel lines) by physically throwing toothpicks and graphing the results.
- Under 5 minutes
- 10 to 30 minutes
- $1 - $5 per group of students
- Ages 14 - 18
- Activity
- English
Quick Guide
Materials List (per group of students)
- toothpicks of the same size
- paper
- ruler (optional)
- protractor (optional)
- graph paper (optional)
Subjects
-
Mathematics
-
Algebra
- Equations and Inequalities
- Variables and Expressions
-
Data Analysis and Probability
- Data Analysis
- Data Collection
- Data Representation
- Probability
-
Geometry
- Plane Geometry
-
Number and Operations
- Fractions
- Operations
- Representation
-
Algebra
-
The Nature of Technology
-
The Design Process
- Problem Solving
-
The Design Process
-
The Nature of Science
-
The Scientific Process
- Conducting Investigations
- Gathering Data
- Formulating Explanations
- Communicating Results
-
The Scientific Process
Audience
To use this activity, learners need to:
- see
- touch
Learning styles supported:
- Involves hands-on or lab activities
Other
This resource is part of:
Access Rights:
- Free access
By:
- Yu, Julie
Rights:
- All rights reserved, Exploratorium, 2009
Funding Sources:
- National Science Foundation, 0610238
- National Science Foundation, 0925383