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Geometry 1,2 Theorem
Chapter 1 and 2 Theorems
Term | Definition |
---|---|
If two lines make up exactly one point | Then the two lines intersect |
Through a line and a point not in a line | Then there is exactly one plane |
If two lines intersect | Then exactly one plane contains the lines |
If M is the midpoint of Segment AB | Then AM=1/2AB and MB=1/2AB |
If Line BX is the bisector of Angle ABC | Then Angle ABX=1/2 Angle ABC and Angle XBC=1/2 Angle ABC |
If there are two vertical angles | Then they are congruent |
If two lines are perpendicular | Then they form congruent adjacent angles |
If two lines form congruent adjacent angles | Then the lines are perpendicular |
If the exterior sides of two adjacent acute angles are perpendicular | Then the angles are complementary |
If two angles are supplements or compliments of congruent angles(or of the same angle) | Then the two angles are congruent |