by MathPickle | Jun 22, 2016 |
Solidarity – Poland, 1981 This game is a blend of strategy and deception. You start the game by being randomly dealt one of five cards (Communists, Nobility, Farmers, Clergy, Workers.) You secretly draw the Clergy. You want the Clergy to win. For...
by MathPickle | Jun 6, 2016 |
Uncut spaghetti is one of MathPickle’s best puzzles of 2016. It will challenge your top students to discover patterns and your lower students will enjoy the successes of repeatedly carrying out a procedure in pursuit of a common goal. Start with a...
by MathPickle | Sep 15, 2015 |
Building Skyscrapers of Different Heights (MathPickle, 2010) Stack 10 blocks to make any number of towers… the heights of the towers must be different. The king wants to see ALL the solutions! I am interested in mathematics only as a creative art. G. H. Hardy...
by MathPickle | Sep 15, 2015 |
Area and Perimeter of Polyanimals (MathPickle, 2010) Give practice to your students in calculating area and perimeter as they create polyanimals to fit in cages. The creative bit of getting them to name their creatures is optional 😉 Download a pdf here. There is no...
by MathPickle | Sep 12, 2015 |
Arrows (Eggleton & Fraenkel, 1975) Categorize 9 games based on the answer to two questions: 1) Will Emperor Jiaqing win / tie / lose if he goes the first. 2) Will the Pirate, Ching Shih, win / tie / lose if she goes the first. The games are all variants of the...
