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National Council for Teachers of
Mathematics
Curriculum Standards
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STANDARD 2:
MATHEMATICS AS COMMUNICATION |
In grades 5-8, the study of mathematics
should include opportunities to communicated so that students can-
- model situations using oral, written, concrete,
pictorial, graphical, and algebraic methods;
- reflect on and clarify their own thinking
about mathematical ideas and situations;
- develop common understandings of mathematical
ideas, including the role of definitions;
- use the skills of reading, listening, and
viewing to interpret and evaluate mathematical ideas;
- discuss mathematical ideas and make conjectures
and convincing arguments;
- appreciate the value of mathematical notation
and its role in the development of mathematical ideas.
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STANDARD 9:
GEOMETRY AND SPATIAL SENSE |
In grades K-4, the mathematics curriculum
should include two- and three-dimensional geometry so that students
can--
- describe, model, draw,
and classify shapes;
- investigate and predict
the results of combining, subdividing, and changing shapes;
- develop spatial sense;
- relate geometric ideas
to number and measurement ideas;
- recognize and appreciate
geometry in their world.
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| STANDARD 10: MEASUREMENT |
In grades K-4, the mathematics curriculum
should include measurement so that students can-
- understand the attributes
of length, circumference, and area;
- develop the process
of measuring and concepts related to units of measurement;
- make and use measurements
in problem and every day situations.
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STANDARD 13:
MEASUREMENT |
In grades 5-8, the mathematics
curriculum should include measurement so that students can-
- extend their understanding
of the process of measurement;
- estimate, make, and
use measurements to describe and compare phenomena;
- select appropriate units and tools to measure
to the degree of accuracy required in a particular situation;
- understand the structure and use of systems
of measurement;
- extend their understanding of the concepts
of perimeter, area, volume, angle measure, capacity, and weight
and mass;
- develop the concepts of rates and other derived
and indirect measurements;
- develop formulas and procedures for determining
measures to solve problems.
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