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+ or - |
STANDARD 4.2 (GEOMETRY AND MEASUREMENT) ALL STUDENTS WILL
DEVELOP SPATIAL SENSE AND THE ABILITY TO USE GEOMETRIC PROPERTIES,
RELATIONSHIPS, AND MEASUREMENT TO MODEL, DESCRIBE AND ANALYZE PHENOMENA. |
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C.
Coordinate Geometry |
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By the end of Grade
2, students will: |
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1.
Give and
follow directions for getting from one point to another on a map or
grid. |
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Building
upon knowledge and skills gained in preceding grades, by the end of
Grade 3, students will: |
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1.
Locate and
name points in the first quadrant on a coordinate grid. |
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Building
upon knowledge and skills gained in preceding grades, by the end of
Grade 4, students will: |
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1.
Locate and
name points in the first quadrant on a coordinate grid. |
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2.
Use
coordinates to give or follow directions from one point to another on a
map or grid. |
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Building upon knowledge and
skills gained in preceding grades, by the end of Grade 5, students will: |
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1.
Create
geometric shapes with specified properties in the first quadrant on a
coordinate grid. |
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Building
upon knowledge and skills gained in preceding grades, by the end of
Grade 6, students will: |
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1.
Create geometric shapes with specified properties in the
first quadrant on a coordinate grid. |
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Building upon knowledge and
skills gained in preceding grades, by the end of Grade 7, students will: |
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1.
Use
coordinates in four quadrants to represent geometric concepts. |
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2.
Use a
coordinate grid to model and quantify transformations (e.g., translate
right 4 units). |
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Building upon knowledge and
skills gained in preceding grades, by the end of Grade 8, students will: |
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1.
Use coordinates in four
quadrants to represent geometric concepts. |
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2.
Use a coordinate grid to model and quantify
transformations (e.g., translate right 4 units). |
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Building upon
knowledge and skills gained in preceding grades, by the end of Grade 12,
students will: |
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1.
Use
coordinate geometry to represent and verify properties of lines.
·
Distance
between two points
·
Midpoint and
slope of a line segment
·
Finding the
intersection of two lines
·
Lines with
the same slope are parallel
·
Lines that
are perpendicular have slopes whose product is –1 |
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2.
Show
position and represent motion in the coordinate plane using vectors.
·
Addition and
subtraction of vectors |