| Front | Back |
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Acute Angle
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![]() An acute angle is an angle whose measure is less than ninety degrees. |
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Distance
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![]() Distance is the amount of space between two objects or points. |
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Perpendicular Lines
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![]() Perpendicular lines are lines that make right angles when they intersect. |
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Acute Triangle
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![]() An acute triangle is a triangle where all of its angles are acute. |
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Exterior
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![]() This is a point that is not on the interior or on the angle or figure. |
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Plane
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![]() A plane is one of the undefined terms of Geometry. It is a flat surface made up of points. It does not have depth and continues forever in all directions. |
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Adjacent Angles
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![]() Adjacent angles are angles that have a common vertex and a common side. They are in the same plane, but they do not have any common interior points. |
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Interior
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![]() The interior is within an angle or a figure. It makes a segment with the sides of the angle or figure. |
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Point
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![]() A point is another undefined term of geometry. It is a location that is represented by a dot. |
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Angle
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![]() An angle is the intersection of two noncollinear rays at a vertex. |
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Line
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A line is another undefined term of geometry. It is made up of points and continues infinitely in both directions. |
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Postulate
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A postulate is a statement that describes a basic relationship between simple terms of geometry. |
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Angle Bisector
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![]() This is a ray that cuts an angle in half. |
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Line Segment
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![]() This is the part of a line that you can measure. It contains two endpoints and the points between them. |
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Ray
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![]() A ray is a line that has one endpoint and continues on infinitely in the other direction. |