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Special Segments in Triangles Worksheet  Form

Special Segments in Triangles Worksheet Form

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Instructions and help about 4 6 special segments in triangles worksheet

in this video i want to review some basic information that is the difference between an altitude a median a midpoint a perpendicular bisector and an angle bisector so consider the triangle abc and let's say that bd is a median so if bd is a median what conclusions can we draw we need to know what a median is a median is a line segment that extends from the vertex of one side of the triangle so vertex b to the midpoint of the other side so d is the midpoint of segment ac a midpoint is basically a point in the middle the midpoint breaks the segment into two congruent segments which means that ad is congruent to ac and that's all you need to know about a median a median is simply a line segment that connects the vertex of one side of the triangle to the midpoint of the other and the median will bisect that segment so you can think of the median as a segment bisector it splits the segment into two congruent parts now the next one you need to know is the altitude so we're going to use the s

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