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Geometry Constructions |
Record 1 to 25 of 40 |
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Bisect A Line
Method to draw the bisector of a line... |
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Bisect An Angle
Method to bisect an angle... |
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Construct Equilateral Triangle
Method to construct an equilateral triangle... |
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Construct Isosceles Triangle
Method to construct an isosceles triangle... |
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Construction of a Circle Through a Given Point that Cuts Chords of Given Lengths From Parallels
Illustration used to construct a circle that shall pass through a given point and cut chords of a given length from two parallels.... |
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Construction of a Circle When Given Two Points and a Radius
Illustration used to construct a circle when given two points that it passes through and a radius.... |
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Construction of a Common Tangent When Given Two Circles
Illustration used to construct a common tangent when given two circles.... |
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Construction of a Parallelogram When Given Two Sides and Included Angle
Illustration of the construction used to make a parallelogram when given two sides and the included angle.... |
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Construction of a Straight Line Divided Into Equal Parts
Illustration of the construction used to divide a straight line into a given number of equal parts.... |
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Construction of a Straight Line Parallel to a Given Straight Line
Illustration of the construction used to create straight line parallel to a given straight line through a given external point.... |
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Construction of a Triangle Given Perimeter, Angle, Altitude
Illustration used to construct a triangle , given the perimeter, one angle, and the altitude from the vertex of the given angle.... |
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Construction of a Triangle When Given a Side and Two Angles
Illustration of the construction used to make a triangle when given a side and two angles.... |
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Construction of a Triangle When Given Three Sides
Illustration of the construction used to make a triangle when given three sides.... |
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Construction of a Triangle When Given Two Sides and Included Angle
Illustration of the construction used to make a triangle when given two sides and the included angle.... |
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Construction of a Triangle When Given Two Sides and the Angle Opposite (Ambiguous Case)
Illustration of the construction used to make a triangle when given two sides and the angle opposite one of them. This is for case 1 of the ambiguous case, when a is less than b.... |
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Construction of a Triangle When Given Two Sides and the Angle Opposite (Ambiguous Case)
Illustration of the construction used to make a triangle when given two sides and the angle opposite one of them. This is for case 2 of the ambiguous case, when a is equal to b.... |
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Construction of a Triangle When Given Two Sides and the Angle Opposite (Ambiguous Case)
Illustration of the construction used to make a triangle when given two sides and the angle opposite one of them. This is for case 2 of the ambiguous case, when a is equal to b.... |
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Construction of an Equal Angle Given a Point and a Straight Line
Illustration of the construction used to create an equal angle given a point in a given straight line and a given angle.... |
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Construction of Angle
Illustration of construction to lay off an angle.... |
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Construction of Bisecting a Given Angle
Illustration of the construction used to bisect a given angle.... |
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Construction of Bisecting a Given Arc
Illustration of the construction used to bisect a given arc.... |
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Construction of Bisecting a Given Line
Illustration of the construction used to bisect a given line.... |
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Construction of Dividing Lines
A line which is divided into seven equal parts, shown by construction. ... |
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Construction of Dividing Lines
A line which is divided into equal parts, shown by construction and square. ... |
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Construction of Escribed Circles With Ex-centres
Illustration of the construction used to escribe circles with centres (centers) called ex-centres of the triangles. The intersections of the bisectors of the exterior angles of a triangle are the cen... |
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Clipart ETC is a part of the Educational Technology Clearinghouse and is funded by a grant from the Florida Department of Education, Office of Educational Technology. Produced by the Florida Center for Instructional Technology, College of Education, University of South Florida. Last update: 03/26/2007. Email the project manager.