The purpose of this Estimation Exploration is to invite students to think about small fractions of a quantity in context. The mosaic pictured here is made up of many small square tiles. Square tiles are arranged in a complex pattern and are not identical in size but students can relate the denominator of a fraction giving the size of each tile, relative to the whole mosaic, to the total number of tiles making the mosaic. This helps them think of a fraction with a large denominator which prepares them to think about the fraction 1,0001 in this lesson.
What fraction of the whole image is 1 single square tile?
Record an estimate that is:
| too low | about right | too high |
|---|---|---|
Sample responses:
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The purpose of this Estimation Exploration is to invite students to think about small fractions of a quantity in context. The mosaic pictured here is made up of many small square tiles. Square tiles are arranged in a complex pattern and are not identical in size but students can relate the denominator of a fraction giving the size of each tile, relative to the whole mosaic, to the total number of tiles making the mosaic. This helps them think of a fraction with a large denominator which prepares them to think about the fraction 1,0001 in this lesson.
What fraction of the whole image is 1 single square tile?
Record an estimate that is:
| too low | about right | too high |
|---|---|---|
Sample responses: