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... Remember from previous lessons that is something is congruent, that it ________________________________________________________________________. Another way to look at it is that you could take any polygon and “slide” it on top of the same polygon. Naming Polygons • Here we see a triangle. ...
... Remember from previous lessons that is something is congruent, that it ________________________________________________________________________. Another way to look at it is that you could take any polygon and “slide” it on top of the same polygon. Naming Polygons • Here we see a triangle. ...
a Microsoft Word format document
... of polygons. Use algebraic methods, such as properties of proportions, to prove that triangles are similar. Use definitions, postulates and theorems to determine whether triangles are similar. Use geometric mean proportions to solve for the lengths of sides and/or altitudes in a right triangle. Solv ...
... of polygons. Use algebraic methods, such as properties of proportions, to prove that triangles are similar. Use definitions, postulates and theorems to determine whether triangles are similar. Use geometric mean proportions to solve for the lengths of sides and/or altitudes in a right triangle. Solv ...
Concept Summary on Triangles
... Points of Concurrency Altitude of a Triangle: The perpendicular distance between a vertex of a triangle and the side opposite that vertex. Sometimes called the height of a triangle. Also, sometimes the line segment itself is referred to as the altitude. Median of a Triangle: A segment is a median of ...
... Points of Concurrency Altitude of a Triangle: The perpendicular distance between a vertex of a triangle and the side opposite that vertex. Sometimes called the height of a triangle. Also, sometimes the line segment itself is referred to as the altitude. Median of a Triangle: A segment is a median of ...
Triangles
... with any side lengths. We just saw an example of three side lengths that did not make a triangle. Try to make more triangles with different side lengths greater than 3 and less than 18. ...
... with any side lengths. We just saw an example of three side lengths that did not make a triangle. Try to make more triangles with different side lengths greater than 3 and less than 18. ...