Clipart ETC: An online service of Florida's Educational Technology Clearinghouse

  Clipart ETC Educational Technology Clearinghouse

Geometry Triangles

Record 1 to 25 of 102

Clipart illustrations of several types of triangles: isosceles, scalene, equilateral, obtuse, acute, concentric, and similar. There are also images of real-world triangles (e.g. ladder leaning against a tree) that can be used in application problems, triangles with bisectors drawn, and triangles that are labeled to derive the area formula.


Angle, bisector or in isosceles triangle
Illustration to show that the bisector of the vertical angle of an isosceles triangle bisects the base, and is perpendicular to the base....
Area of Triangle
"The triangle ABC is divided into 2 right triangles I and II. ABC is seen to be equal to 1/2 of the rectangle ABNO." -Foster, 1921...
Area of Triangle
"The child sees triangle ACB = triangle ADB, and that I + II = CA - DB; and so he sees that the area of triangle=1/2 area of rectangle whose base and altitude are the same as those of the triangles." ...
Area of Triangle
"Fig. 3 shows triangle I = triangle II, III = IV, and so triangle ABC = 1/2 of rectangle ABDE. The fact is realized that the area of a triangle equals 1/2 the product of the base and altitude." -Foste...
Equilateral
An equilateral triangle is one having all of its sides equal....
Equilateral Triangle, Centers Of
Illustration of an equilateral triangle that shows both the centroid (where the medians of the sides meet) and the incenter (where the angle bisectors meet)....
Equilateral Triangles, 10 Congruent Rotated
Illustration of 10 congruent equilateral triangles that have the same center. Each triangle has been rotated 12° in relation to the one next to it. ...
Equilateral Triangles, 2 Concentric
Illustration of 2 concentric equilateral triangles....
Equilateral Triangles, 2 Concentric
Illustration of 2 concentric equilateral triangles....
Equilateral Triangles, 20 Congruent Rotated
Illustration of 20 congruent equilateral triangles that have the same center. Each triangle has been rotated 6° in relation to the one next to it. ...
Equilateral Triangles, 3 Concentric
Illustration of 3 concentric equilateral triangles that are equally spaced....
Equilateral Triangles, 4 Concentric
Illustration of 4 concentric equilateral triangles that are equally spaced....
Equilateral Triangles, 5 Congruent Rotated
Illustration of 5 congruent equilateral triangles that have the same center. Each triangle has been rotated 24° in relation to the one next to it. ...
Ladder, Leaning Against a Tree
Illustration of a ladder leaning against a palm tree, that is perpendicular to the ground, to form a right triangle . ...
Lake, Using Triangles To Measure
Illustration that uses triangles to measure the distance across a lake....
Lake, Using Triangles To Measure
Illustration that uses triangles to measure the distance across a lake....
Median, triangle
Triangle with medians drawn. ...
Pentagon, triangular sections of
Pentagon with dimensions labeled. Pentagon can be used to calculate area by calculating individual triangles and finding the sum of the areas....
Polygon, 3-sided
Polygon consisting of 3 sides...
Polygon, triangular
Triangle, triangular polygon...
River, Using Triangles To Measure
Illustration that uses triangles to measure the distance across a river....
River, Using Triangles To Measure
Illustration that uses triangles to measure the distance across a river....
River, Using Triangles To Measure
Illustration that uses triangles to measure the distance across a river....
Scalene
A scalene triangle is one having no two of its sides equal....
Square
An illustration of a square and triangles within the square. This is an example of a problem that can be used to fine the distances of two inaccessible objects without measuring elevation and whether...
   1 2 3 4 5 Next Last
Main Menu Site Map Search License Clipart Help


Clipart ETC is a part of the Educational Technology Clearinghouse and is funded by various grants. Produced by the Florida Center for Instructional Technology, College of Education, University of South Florida. Email the project manager.