S ECTION 1-5 T RIANGLES. T HINGS Y OU CAN A SSUME You may assume that lines are straight, and if two lines intersect, they intersect at one point. You.

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Presentation transcript:

S ECTION 1-5 T RIANGLES

T HINGS Y OU CAN A SSUME You may assume that lines are straight, and if two lines intersect, they intersect at one point. You may assume that points on a line are collinear and that all points shown in a diagram are coplanar unless planes are drawn to show that they are noncoplanar.

T HINGS Y OU CANNOT ASSUME You may not assume that just because two lines or segments look parallel that they are parallel- they must be marked parallel! You may not assume that two lines are perpendicular just because they look perpendicular-they must be marked perpendicular! Pairs of angles, segments, or polygons are not necessarily congruent unless they are marked with information that tells you they must be congruent!

In the diagrams, which pairs of lines are perpendicular? Which pairs of lines are parallel? Which pairs of triangles are congruent?

T RIANGLES Right Triangles

Acute Triangles

Obtuse Triangles

Scalene Triangles

Equilateral Triangles

Isosceles Triangles

S PECIAL N AMES IN AN I SOSCELES T RIANGLE