TOPICS |
RELATED EXERCISES |
Measurement in Geometry
- angles (acute, right, obtuse, reflex)
- length (in meters, cm, inches, feet, etc.)
- perimeter and circumference
- area in square units (m2, cm2, inches2, feet2, etc.)
- volume in cubic units (m3, cm3, inches3, feet3, etc.)
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- 32, 45, 46, 51b, A10.2
- 45, A10.1. A10.2
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Area Calculations: Know the formulas.
- squares
- rectangles
- parallelograms
- triangles
- other polygons
- circles
- surface area of a solid (such as prisms or cylinders)
= sum of areas of the faces
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- 5, 10
- 3, 12, 41
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- 7, 31, 32, 47
- 54
- 46, 50, 51a
- 15
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Volume Calculations
- prisms and cylinder (V=area of base times height)
- pyramids, cones (V=1/3 * area of base * height)
- spheres
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- 16, 42, 52, A10.11
- A10.11
- 17
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Other Important Calculations
- Pythagorean Theorem for right triangles
- distance between two points in a coordinate system
- the midpoint between two points in a coordinate system
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Tesselations
- What a tessellation is
- Any triangle can be used to tessellate.
- Certain regular polygons can be used to tessellate: equilateral triangles, squares, hexagons. The others will not work.
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Transformations:
what they do and that they preserve congruence
- translations: A vector gives the direction and distance.
- rotations: needs a center and an angle
- reflections: needs a mirror line
- lines of symmetry
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Functions
- Input producing output
- ways to describe functions: algebraic equation, graph, table, mapping diagram
- domain and range
- composition of functions
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- 40, 41, 44 , A8.1
- 13, 21, 25, 26, 27, 28, 31, A8.1, A8.4
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Lines
- slope of a line
- intercepts
- graphing a linear equation
- slope-intercept form of the equation for a line
- equations for vertical or horizontal lines
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- 1, 6
- 44
- 13, 32, A8.7
- 21, 26, 40, 44
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