Browsing: All Content in Discrete Math for Subsets and Combinations Browse discussions |
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Resource Name |
Topic (Course) |
Technology |
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Combinations
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R-combinations (Discrete Math)+ |
TI-Nspire |
Activity |
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[0]
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This activity introduces students to combinations. They derive the formula for the number of combinations of n objects taken r at a time by starting with a list of permutations and eliminating those t...
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Counting and Probability: Comb...
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Subsets and Combinations (Discrete Math) |
Flash |
Tool |
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[1]
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Flash tutorial introducing the formula C(n,k)=n!/(k!(n-k)!). College Cram charges access fees by the month or by the semester for most resources. To get a preview of their tools, see their free mat...
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From Probability to Combinator...
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Subsets and Combinations (Discrete Math) |
Java Applet |
Lesson Plan |
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[1]
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Looks at data structures and their applications to probability theory.
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Math Images Tool: Pascal's Tri...
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Permutations vs. combs. (Discrete Math)+ |
Flash |
Tool |
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[0]
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This Flash animation, developed as part of the Math Images project, allows users to explore some of the patterns present in Pascal's Triangle.
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Pascal's Triangle
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Permutations vs. combs. (Discrete Math)+ |
Flash |
Support Material |
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[0]
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This Math Images page catalogs an image of Pascal's Triangle along with a basic description, mathematical explanations, and references.
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Pascals Triangle
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Permutations vs. combs. (Discrete Math)+ |
Java Applet |
Tool |
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[2]
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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 obj...
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Tables and Combinatorics Dialo...
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Subsets and Combinations (Discrete Math) |
Calculator |
Support Material |
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[1]
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Discussion of tables as a convenient way to store and count outcomes.
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The Game of Marienbad
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Subsets and Combinations (Discrete Math) |
Flash |
Tool |
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[1]
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A version of the game of Nim, as played in the film "Last Year at Marienbad." You and the computer take turns removing as many cards as you like from one row at a time; the player who takes the last c...
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