We completed out third cycle that involved proportional relationships (including ratio and rate). Through group discussion as well as teacher and individual contributions we solved problems by representing rate word problems in multiple ways: double number line, unit rate, ratio table and graphing.
Our fourth cycle starts Tuesday.
The Learning Goals involve making sense of fractions through multiple representations of mathematical understanding.
Over the next 3 days we are
learning to ...
- understand fractions (and
decimals) as numbers that can be represented, compared, and ordered;
- use fractions (decimals and
percent) to solve problems.
Success Criteria:
We will know we are successful when we are able to ...
- represent fractions using
number lines, area models, and sets;
- understand what the
numerator tells us, the denominator tells us, and that the fraction
refers to a part of a whole unit;
- compare fractions
conceptually using benchmarks (0, ½, 1), common numerators (e.g.,
4/7 < 4/5 or four-sevenths is less than four fifths), common
denominators (e.g., 7/4 > 3/4);
- order fractions in a variety
of ways (e.g., equivalent fractions, conversion to decimals)
We will be using our number tiles to explore digit problems in fractions.
Also, we will be using Geoboard to represent fractional parts of wholes.
Click here for the Virtual manipulative Geoboard.
We will be using our number tiles to explore digit problems in fractions.
Also, we will be using Geoboard to represent fractional parts of wholes.
Click here for the Virtual manipulative Geoboard.
Tuesday, July 17:
Computer lab time: Download the SMART Notebook file to complete the Fraction tiles, Geoboard and Pattern Blocks as "area" model assignment.
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