Let's stop at the table
We have glasses, spoons and three-color knives.
- The first proposal is to make as many different sets of drop-spoon-knife as possible. Reflect and do it systematically, what is the operation that gives us the number of different sets?
- The second proposal consists of making sets, but where there are no repeated colors. What is now the mathematical operation that gives us the number of sets without repeated colors?
- Hotel Area: Sala Martin Gardner
- Minimum age: from 6 years old.
- Required time: 5 minutes.
- Number of participants: One or more people
- Keywords: combinatorics, variations, combinations, factorial
- Taxonomy: COMBINATORICS
