Bowland
Magic Sum Puzzle
Learners discover the magic in mathematics as they solve numerical puzzles involving magic sums. They then make a conjecture as to why no additional examples are possible based on an analysis of the puzzles.
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Math Club Worksheet #30 - Visual Stretches
In this visual math puzzle worksheet, students work in groups to find the answer to 6 math puzzles. They work with geometric shapes and symbols.
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Applied Science - Science and Math Lab
Students investigate topology. In this Applied Science lesson students explore higher, more abstract mathematics using tangles. Students make topologically related shapes.
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Problem Solving Decisions: Choose a Method
Walk your scholars through the process of finding percentages using this problem-solving worksheet! A word problem asks students to figure out how many pieces of a puzzle are left, if the completed 750 pieces make up 60% of the total....
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Ratio Problems Worksheet 3
In this ratios learning exercise, students solve word problems containing ratios of pencils, hot dogs, and more. Students complete 5 problems.
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Putting Together History Puzzle Pieces
Students attempt to put puzzle pieces together with no prior knowledge. This activity shows students at the beginning of the year that history is like a puzzle, there are often missing pieces, and many ways the pieces can turn to look...
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Oddball Patterns
Investigating unique number patterns gets learners to put their thinking caps on. Your whole class examines numerical palindromes that are added and multiplied. The class works to find the pattern.
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Income and Expenses
Students discuss income and expenses. In this lesson on money, students define income and expenses, after whith they keep track of their income and expense transactions on a basic ledger.
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Does the falling tree make a sound if no one if there to hear it? (or communication via encryption)
Young scholars explore encryption. They discuss the importance of cryptography in our daily lives. Students use games and cryptography to discover transformational geometry and modulo systems. They design their own encryption puzzles...
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Drawing Conclusions
Students play a probability game, then design and complete a probability problem concerning changing odds.
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Drawing Conclusions
Sixth graders participate in an activity reinforcing the concept of probability. In groups, they are given a set of clues along with a red or blue counter. After pulling out one counter (either red or blue) they identify the proability...