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Tool:
Pascals Triangle |
Screenshot:
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| Go to: |
http://nlvm.usu.edu/en/nav/frames_asid_181_g_4_t_1.html
(opens a new window)
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| Description: |
Pascal's triangle is a triangular arrangement of numbers corresonding to the probabilities involved in flipping coins, or the number of ways to choose n objects from a group of m indistinguishable objects. It is constructed in such a way that every number in the interior of the triangle is the sum of the two numbers directly above it. This virtual manipulative allows you to view a number of patterns as well as create your own. |
| Technology Type: |
Java Applet | |
| Guide: |
User's Guide
(opens a new window)
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| Author: |
National Library of Virtual Manipulatives (Utah State University) |
| Language: |
English | |
| Cost: |
Does not require payment for use |
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| Average Rating: |
 [2]
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| Discussions: |
see the 3 posts discussing this resource
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| Support Material: |
Ask Dr. Math: FAQ: Pascal's Triangle |
| Tool: |
Rational Numbers Triangle |
| Courses: |
Math 5 |
Pascal's triangle |
| Math 6 |
Pascal's triangle |
| Math 7 |
Pascal's triangle |
| Probability & Statistics |
Binomial Distributions |
| Discrete Math |
Permutations vs. combs., Pascal's triangle, Recurrence relations |
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|
tpowers |
| Comment: | Not bad at all; explains the major patterns in the triangle. Unfortunately these explanations are not on the main page, so it takes some looking. |
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