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Learning Target
Represent and analyze patterns, rules and functions, using physical materials, tables and graphs.
Example
X Y
1 3
2 5
3 7
4 9
Above, the rule is 2X+1+=Y. So if it continued, if X was 8, to figure out what Y is I would do 8x2+1 and end up with 17. So Y would equal 17.
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- Posted by:Anna
Scribe Post
Learning Target
Add integers.
Example
A positive plus a positive is always a positive. For example, +4 + (+2) = +6. A negitive plus a negitive is always a negitive. For example, -5 + (-4) + -9. A positive plus a negitive can be a positive or negitive. A negitive plus a positive can be a positive or a negitive.
Here is a website about adding integers.
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- Posted by:Anna
Scribe Post
Learning Target
Identify similar and congruent figures.
Example
These two figures are the same shape and size. They are congruent.
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- Posted by:Anna
Scribe Post
Learning Target
Know metric conversions.
Example
In the metric system, we can add the prefixes milli, meaning thousanth, centi, meaning hundreth, deci, meaning tenth, and kilo, meaning thousand, to the base units, gram for mass, meter for lenth, and liter for capacity, to create a different unit of measurement. For example, by adding centi to meter, we create a centimeter, or a tenth of a meter. By adding milli to liter, we create milliliter, or a thousanth of a liter.
For more information about metric conversions check out akinbim's blog.
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- Posted by:Anna
Scribe Post
Learning Target
Make and describle tessellation.
Example
This is an example of a regular tessellation. A regular tessellation is a tessellation made of congruent polygons.
This is an example of a semi-regular tessellation. A semi-regular tessellation is a tessellation made of more than 1 type of regular polygons and has the same arrangment at every vertex.
Here is a link to a website where you can do a tessellation activity.
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- Posted by:Anna