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A four-sided plane figure with four right angles. |
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The distance from the center point to the outside curved surface. |
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Two angles added together equaling 180 degrees. |
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An angle less than 90 degrees. |
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A triangle having a 90 degree angle or right angle in it. |
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A closed plane figure with three or more straight sides. |
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An exact location in space. |
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Two angles added together equaling 90 degrees. |
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The origin of a circle or arc. |
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An angle greater than 90 degrees. |
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The path of an infinite series of points. |
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A triangle in which all angles are equal and all sides have equal lengths. |
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To divide an angle into two equal parts. |
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The straight distance from one outside curved surface through the center point to the opposite outside curved surface. |
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A closed curve with all the points on the circle at the same distance from the center point. |
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A triangle which has two sides of equal length and two equal interior angles. |
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The distance around the outside of the circle. |
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The group or set f all points in the same plane whose sum of distances from two foci is constant. It looks like a squashed circle or a circle viewed at an angle. |
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A shape drawn inside of a circle. |
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A line parallel to the horizon. |
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A line perpendicular to the horizon. |
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Two or more coplanar lines having equal distance between them. |
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Two lines forming a 90 degree angle. |
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A line touching an arc or circle at only one point. |
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Arcs and circles sharing the same center. |
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Lines or points belonging to the same line, or an extension of a line. |
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Two points fixed together. |
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Belonging to the same plane. |
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A straight line with opposite ends that terminate on the circumference of a circle. |
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A shape drawn around a circle. |
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A polygon with six sides. |
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A polygon with eight sides. |
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A polygon with five sides. |
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A polygon with four sides. |
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A quadrilateral with four equal sides and opposite angles equal. |
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An angle measuring 90 degrees. |
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A triangle with no sides equal and no angles equal. |
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A polygon with four equal sides and four right angles. |
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A quadrilateral with two parallel sides. |
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The point where the two sides of an angle intersect. |
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Locking a point to a position relative to the sketch coordinate system. |
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A method of plotting points whereby distances are measured from the origin. |
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Primary direction in a coordinate system. |
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Cartesian Coordinate System |
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A rectangular coordinate system created by three perpendicular axes labeled X, Y, and Z. |
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The point at which axes intersect. |
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A method of plotting points whereby distances are measured using angles. |
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A method of plotting points whereby distances are measured from the previous point. |
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The shortest distance between two points. |
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Which of the following do lines have: a)length? b)width? c)thickness? |
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Which of the following do points have: a)length? b)width? c)thickness? |
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What are points used to indicate? |
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A point can be defined as a set of coordinates (x,y) on the Cartesian plane. |
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How can a point be defined? |
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The most commonly used coordinate system today for identifying points. |
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The sum of the interior angles of a triangle. |
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Since there are 360 degrees in a circle, take 360 degrees and divide by the number of sides in the polygon. |
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How do you find the central angle of an inscribed or circumscribed polygon? |
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A parallelogram with opposite sides and opposite angles are equal. |
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A quadrilateral with no sides equal. |
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A polygon with seven sides. |
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A polygon with nine sides. |
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A polygon with ten sides. |
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(1) Take the given angle. (2) Strike Arc R at any distance. (3) From the two points that Arc R intersect your angle, strike two additional arcs at any given distance (as long as they are equal) (4) Draw a line from the vertex of the angle to where the |
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Definition
Tell in list format how to bisect an angle. |
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