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Related words. Synonyms and related words. General words for possessions: real estate , property , stuff Question 1 concentrates on odd numbers of sheets.

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The students could experiment with small numbers of odd sheets and put their results in a table:. Diagrammatically, this can be shown as:. The table shows that the number of folds for odd numbers of sheets is always one less than the number of sheets.

A staple is put through half of the folds to make a spine, so the number of cuts is half the number of folds. To answer question 2, the students will need to include even numbers of sheets. For even numbers of sheets, the table is:. Although the number of folds is still one less than the number of sheets, the rule for cuts is the number of sheets divided by two minus one. As a diagram, this could be represented as:. Activity One 1. Practical activity.

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It will have three creases and four sections. Pattern: add the creases and sections of each number of folds to get the next number of creases.

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Activity Two 1. Two rules are needed, one for an odd number of sheets and one for an even number of sheets. For even numbers, the folds are found the same way, but the number of cuts is half the number of sheets minus one. Log in or register to create plans from your planning space that include this resource.

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Use the resource finder. Home Resource Finder. NA Connect members of sequential patterns with their ordinal position and use tables, graphs, and diagrams to find relationships between successive elements of number and spatial patterns.

sercentbinneuvi.tk Student Activity. Specific Learning Outcomes. Required Resource Materials. Activity One Most people find visualising the number of creases and sections very difficult. Here is the pattern for the creases column: Note that the differences shown in the creases pattern are the figures found in the sections column.