GEO: Model Geometry [GEO]

Model Geometry [GEO]

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Model Geometry covers congruence, similarity, right triangle trigonometry, and circles as its core strands. Coordinate geometry connects these ideas algebraically through G-GPE. Statistics introduces conditional probability in real-world contexts.

GEO.G-CGeometry - CirclesGEO.G-COGeometry - CongruenceGEO.G-GMDGeometry - Geometric Measurement and DimensionGEO.G-GPEGeometry - Expressing Geometric Properties with EquationsGEO.G-MGGeometry - Modeling with GeometryGEO.G-SRTGeometry - Similarity, Right Triangles, and TrigonometryGEO.N-QNumber and Quantity - QuantitiesGEO.S-CPStatistics and Probability - Conditional Probability and the Rules of Probability
Example Problems
A circle with circumference has an arc with a length of . Find the central angle of the arc, in degrees.
A sequence of transformations is described below.
1. A reflection over a line

2. A dilation about the point P
What must be preserved under this sequence of transformations:
angle measures and/or segment lengths?
What is the area of the region between the graphs of and from to ?
Point A is at and point C is at .
Find the coordinates of point B on
such that .
Polygon H is a scaled copy of Polygon F using a scale factor of .
Polygon H's area is what fraction of Polygon F's area?
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